Newform data - 21.6.a.b

Formats: - HTML - YAML - JSON - 2025-11-16T10:16:17.908366

• 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': 756, 'analytic_conductor': 3.3680602160725934, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [21, 1, [8, 10], [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': [[2, [-1, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033813, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '21.6.a.b', 'level': 21, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-9q^{3}-31q^{4}-34q^{5}-9q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '21.6.a', 'trace_display': [1, -9, -34, -49], 'trace_hash': 1378529121850547138, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.958', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.871', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.619', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 1, -9, -31, -34, -9, -49, -63, 81, -34, -340, 279, 454, -49, 306, 929, -798, 81, 892, 1054, 441, -340, -3192, 567, -1969, 454, -729, 1519, -8242, 306, -2496, 2945, 3060, -798, 1666, -2511, 9798, 892, -4086, 2142, 19834, 441, -17236, 10540, -2754, -3192, 8928, -8361, 2401, -1969, 7182, -14074, 150, -729, 11560, 3087, -8028, -8242, -42396, -9486, 14758, -2496, -3969, -26783, -15436, 3060, -1676, 24738, 28728, 1666, 14568, -5103, 78378, 9798, 17721, -27652, 16660, -4086, -2272, -31586, 6561, 19834, -37764, -13671, 27132, -17236, 74178, 21420, -117286, -2754, -22246, 98952, 22464, 8928, -30328, -26505, 10002, 2401, -27540, 61039, -108770, 7182, -199192, -28602, -14994, 150, -79972, 22599, -46098, 11560, -88182, -45521, 262706, -8028, 108528, 255502, 36774, -42396, 39102, -19278, -45451, 14758, -178506, 77376, 173196, -3969, 196608, -121023, 155124, -15436, -77140, -94860, -43708, -1676, 24786, 50274, 208170, 28728, -275580, -51646, -80352, 14568, -154360, 75249, 280228, 78378, -21609, -303738, -296106, 17721, -426472, -56196, -64638, 16660, 84864, 126666, 178486, -2272, -1350, -100130, 156408, 6561, 252772, -614854, -104040, -37764, 508088, -27783, -165177, 27132, 72252, 534316, -221834, 74178, 96481, -315860, 381564, -117286, -113564, 85374, 663118, -22246, -132822, 201096, -333132, 22464, 271320, -276768, 35721, -30328, 505664, 241047, -432382, 10002, 138924, -74431, -131962, -27540, 298536, 124047, 15084, -108770, 403858, -222642, -674356, -199192, -258552, 421766, -303280, -14994, -1170620, -4650, -131112, -79972, 586024, 45927, 122304, -46098, -705402, -358360, -362292, -88182, 399376, -144305, -159489, 262706, 707916, 248868, -735778, 108528, -149940, 519246, -208758, 36774, -303552, 1314276, 20448, 39102, 713376, 284274, -505246, -45451, -59049, -457498, -81634, -178506, 404968, 157248, 339876, 173196, 317108, 123039, 1085280, 196608, -244188, 736033, -1442846, 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271320, -1558764, -562464, -3741868, 35721, -2532324, 940168, -1769472, 505664, 796368, 1089207, -566440, -432382, -1396116, -310062, 1947990, 138924, 2547216, -151263, 694260, -131962, 77248, 853740, 1081158, 298536, 393372, -1829201, 2767698, 15084, -1133184, 3371870, -223074, 403858, -3331320, -452466, 2363498, -674356, -1873530, 6174952, 2077404, -258552, 1283976, 1337030, 2480220, -303280, -2986692, 464814, -3463306, -1170620, 723168, -9450, 1571262, -131112, -723142, 2479132, 1389240, 586024, 2336928, -677241, -3508382, 122304, -2522052, 1429038, -2847264, -705402, 3548328, -728280, 194481, -362292, 1768332, 2733642, 3987724, 399376, 2664954, 1312367, -5525790, -159489, -6743560, -8143886, 3838248, 707916, 756364, 505764, -2962262, -735778, 581742, -3364368, 2118838, -149940, 3192256, -7656818, -763776, -208758, -7426212, -1139994, 82124, -303552, -1606374, 2670948, 5860240, 20448, -1756348, -1212162, 12150, 713376, -3396848, 901170, 4448292, -505246, -1407672, 1408981, -340068, 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-1329468, 9179286, -2686824, -1449168, 8212536, -1116423, 3254778, 844564, -135756, 13220632, 1545334, 978930, 7821008, 2626940, -3634722, -501772, 4053312, 2003778, -9516698, -546788, 6069204, -1049580, -7048950, 1792728, -6321740, -2630784, 2326968, 3234264, 5747014, -3795894, 264461, 1813130, 2729520, -5533066, -7818804, 134946, 8612360, 143136, 10535580, -1276578, -6684672, 41850, 1090054, 2802280, 1180008, 4114782, -5228286, 719748, 16137308, -4848648, -5274216, -711816, -15874856, -413343, 14414640, -893926, -1100736, -7835932, -5941122, 414882, 2622760, 18425786, 6348618, -437472, -7644300, 3225240, -7586882, -1736212, 3260628, 2379132, 1486072, 793638, 26308464, -15750728, -3594384, 56984, -5017720, 1298745, -20668094, 2072146, 1435401, 5120487, 7895406, -2364354, -490098, -1709316, -6371244, 848640, -19601508, -2239812, -7077780, -117649, 6622002, -16012244, 68100, -976752, -17270980, 6876854, 1349460, -1651460, 9369720, -4673214, -15827532, 1266454, 1878822, -2990911, 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756364, -7265184, -7458012, 12839760, -2962262, 4515948, 22809118, 3779860, 581742, 9825320, -6837264, 4921092, 2118838, 6613872, 4648140, -19292262, 3192256, -16134552, -24272690, 27115186, -763776, 2141692, 6471498, -29108376, -7426212, -9224880, -2316762, -45352182, 82124, -16318170, 9410112, 46578022, -1606374, -63310128, -39385884, -1214514, 5860240, 25379860, -633888, 35583612, -1756348, 11489202, -2463426, 15294778, 12150, -17192576, -22114656, -25220520, -3396848, -10200330, -8195598, -22399135, 4448292, -6477732, 15662626, 14700988, -1407672, -5714648, 2863413, 6406344, -340068, 13024980, 1830519, 13503420, -3713816, 8045334, 13710182, -17035950, -2274948, 39877240, 2530654, -3733938, 5574940, -13698456, 11245878, 4486708, 6577116, 3937248, -12554008, 55017312, 936360, -34908784, -7350720, 15625908, -713832, -10150224, -10536156, 875662, 3926980, -7142742, -10911348], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [1], [-9], [-31], [-34], [-9], [-49], [-63], [81], [-34], [-340], [279], [454], [-49], [306], [929], [-798], [81], [892], [1054], [441], [-340], [-3192], [567], [-1969], [454], [-729], [1519], [-8242], [306], [-2496], [2945], [3060], [-798], [1666], [-2511], [9798], [892], [-4086], [2142], [19834], [441], [-17236], [10540], [-2754], [-3192], [8928], [-8361], [2401], [-1969], [7182], [-14074], [150], [-729], [11560], [3087], [-8028], [-8242], [-42396], [-9486], [14758], [-2496], [-3969], [-26783], [-15436], [3060], [-1676], [24738], [28728], [1666], [14568], [-5103], [78378], [9798], [17721], [-27652], [16660], [-4086], [-2272], [-31586], [6561], [19834], [-37764], [-13671], [27132], [-17236], [74178], [21420], [-117286], [-2754], [-22246], [98952], [22464], [8928], [-30328], [-26505], [10002], [2401], [-27540], [61039]], 'ap': [[1], [-9], [-34], [-49], [-340], [454], [-798], [892], [-3192], [-8242], [-2496], [9798], [19834], [-17236], [8928], [150], [-42396], [14758], [-1676], [14568], [78378], [-2272], [-37764], [-117286], [10002], [-108770], [-199192], [-79972], [-46098], [262706], [196608], [-77140], [208170], [-275580], [-296106], [-426472], [178486], [252772], [508088], [-221834], [-113564], [663118], [505664], [-432382], [-131962], [298536], [-1170620], [399376], [707916], [-735778], [-208758], [713376], [-505246], [317108], [-1442846], [271496], [850614], [-540128], [513574], [-1356422], [286756], [-1707266], [-546788], [3234264], [1813130], [-1276578], [-1736212], [2072146], [-1651460], [1266454], [573218], [4463224], [-4507968], [1665350], [-2532324], [796368], [1947990], [1081158], [2767698], [2363498], [-2986692], [-3463306], [2336928], [-3508382], [3548328], [1768332], [-5525790], [-2962262], [2118838], [3192256], [-7426212], [-3396848], [-3713816], [5574940], [3926980], [6420792], [146278], [7709370], [-569420], [-9448018], [-1353212], [8193902], [-10579636], [-12020518], [-2489476], [8213218], [-1218268], [-8423790], [8212536], [3254778], [7821008], [-9516698], [-7048950], [-6321740], [8612360], [-5228286], [16137308], [-15874856], [-5941122], [-7644300], [-7586882], [-20668094], [7895406], [-19601508], [-17270980], [-5363442], [-17373306], [424608], [21829016], [21767526], [6217860], [3776472], [-2887952], [1255190], [-14262294], [-20226094], [26228830], [-9928292], [10903334], [6063978], [-8594380], [-2013962], [-26467896], [-3902292], [-19559482], [-24544840], [33830510], [31800938], [638420], [-4222560], [-24504338], [-27762990], [33016964], [4344616], [19649948], [-7265184], [9825320], [27115186], [-45352182], [46578022], [25379860], [15294778], [-5714648], [13024980], [-17035950], [-13698456], [-34908784], [875662]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599728033813, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '21.6.a.b', 'level': 21, 'maxp': 997, '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, 0], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [1, 2, 2, 3], 'Nk2': 756, 'analytic_conductor': 3.3680602160725934, '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': [21, 1, [8, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 12, 'dim': 4, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663317, 'hecke_orbit_dims': [1, 1, 1, 1], 'label': '21.6.a', 'level': 21, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 16, 'mf_new_dim': 4, 'num_forms': 4, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 16, 'trace_bound': 2, 'trace_display': [10, 0, 32, -98], 'traces': [4, 10, 0, 34, 32, 180, -98, 270, 324, -1092, 248, 792, -88, -1078, -504, 466, -3168, 810, 4400, -6500, -882, -1824, -744, 540, 14812, 5956, 0, -1274, -7048, -792, 7616, 9590, 360, -12372, 6076, 2754, 1208, -15632, -1008, -41244, 17872, -3528, -27040, 18208, 2592, -43032, -11184, 7920, 9604, 89942, -11880, 35108, -42840, 14580, 41328, 3234, -24768, 63180, 6576, -83088, 7832, 65664, -7938, 19018, -193312, 37656, 5360, 23292, -24840, 7644, 4008, 21870, 101816, 47532, 115488, -90784, 31360, -2304, -58720, -341732, 26244, -110868, -6912, -42336, -149232, 42008, 182880, 118992, -16624, -88452, -39004, 39816, 112032, 26208, 438080, 7380, -279592, 24010, 20088, 584446, -415184, -110592, 118496, 288492, -44100, -297156, -193096, 64152, 51320, -269312, -67680, -134162, 455624, 133128, 506640, 271132, -7128, 63552, 142884, -645624, -320300, -618140, -339480, 284672, -125184, -87318, -15904, -501330, 274320, -880680, -5728, -57816, 47432, 1011400, -40824, 343476, 105720, 123768, 184160, 349076, -10800, -697272, -329008, 37746, 255936, 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4277112, -21202776, -7550448, -10356612, -15658272, -19824660, -231088, 1901592, 5606272, -51360192, 1286640, 26741372, -34365024, 3050136, 6349224, 37468524, -978768, 4027632, 1930824, 10666404, 23652872, 4717720, 434160, 39846848, 5649568, -19014984, 8741936, 8326160, -4161276, -33640296, 4813152, 1886652, -35507560, 39568, 4075776, 1479408, -7381992, 18568800, 12129152, -33415680, -2012040, -13383072, 33124, 5476248, 25686484, -26905516, -7936992, -14284780, 6774912, 619164, 40633088, -61619472, -3973680, -18743220, -38844480, -22873968, -211288, 19763008, 324648, 25907556, 13803192, -4516056, 21587120, -304584, 10930752, -14177472, -32438864, 1771470, 29046048, 39309692, -5560128, -17574664, 12884088, 4789800, -18932256, 2344028, 8247096, 6900768, -18800808, -4297680, 12521144, -22495528, 15433200, 50851296, -949424, 3850092, -1041072, -11280848, -9982800, -40404048, 13585424, -1631700, 464264, 27025300, 9354528, 8142798, 31221648, 9104040, -378868, 42174360, -695520, 5683200, -11807928, -7353504, -63675744, -2588278, -15120, -12260200, -24088752, 25496208, -6749056, -8585620, 2540160, 23339088, -7593312, -2506680, -8756016, 41364436, 16376688, -27477926, -22515720, -186624, -22351712, 21616256, 19966176, -36592452, 20078828, 7901064, -13654120, 58307568, -4756320, 46924356, 307200, 4752216, -20356704, 11836880, 14047992, 27617592, -8238240, -27680292, 7106960, -43944702, -4374864, -6809932, 40707016, -18500796, -706048, -21413196, 2125764, 6811896, 5068512, -1401624, -2005624, 16319232, -1210104, -7982520, -19732000, -8980308, 21986000, -16683768, -10445760, 20201916, -18578712, -680832, -51268896, 4643420, -559872, -9287520, -3172064, -38885616, -8890768, 13410624, 3412512, -31927752, -88265696, -3429216, 8680088, 34856664, -27794016, 39983520, 9576144, -8992512, -12410524, -431432, -12087792, -19088112, -850848, -35060256, -13698424, -7167328, 3868200, -1984444, 85715536, 3402648, 71314496, -80028132, 8109108, -8295876, 39461248, -41969808, 4604640, 14156496, 14813280, 1118866, 5241152, 9429336, -18125536, 33699820, -5367240, 170031456, -751268, 9638352, 12707056, -44475084, 46168272, -28920736, 14744048, 7680456, -5551200, 34716010, -1346544, -19582332, -48116496, 41358816, 7279440, -551424, -22328568, -10610508, -14507160, -7164612, -30469312, -15418732, -13384800, 13084416, 73904960, 16205400, -33557888, 36858500, -3159324, 73555272, 17116552, 2657016, 11018240, 14393520, -8460648, -19279344, -23106216, 3225096, -12367672, -131906688, 22064256, -64786636, -7606368, 37921608, -77450400, 7857568, 9074592, 50257440, 1125008, 20077848, 47199580, 42203516, -5662800, -43370632, 4498272, 2122848, 19231030, -45613620, -823968, -71936364, -54789360, -35796168, 69647960, 1195796, 35484480, -7180512, 61146704, -5462352, 17973776, 1341008, 9612036, -22962168, -17987016, 597780, -20621616, 11675812, 31365792, -13917568, -31470848, -12768336, 67946848, -41648460, -22646952, -64794144, 4865112, 44993376, -50297992, 40618032, -5564520, -46160448, 10862784, 1944810, 55726976, -9559080, -72960480, -76377504, 43324336, 40199544, -6504064, -112303064, 1627128, -24704896, -21494208, 29365848, 33007440, 3754674, 26650512, -70800300, 59230848, 47340126, 975456, -34931488, -3277512, 35681340, -63310240, 880560, 57353696, 16488288, -33629904, 63425208, 24946824, -3360312, 33073440, -23007452, -58491792, 97733204, -14940296, -8957952, 42347120, 103633776, 16048224, 68467308, -63046608, 1266552, -43358584, 53520400, 9598176, -15355980, -15406256, -8885376, 10564400, 39888228, -49720176, -41292048, -21307104, 23367852, -49399576, -14657272, -40857696, 55358208, -36678080, -15532272, -20156304, -15625776, -3572100, 34565376, 83460184, -58318416, 53298544, -73598704, -11234160, -18904788, -57815096, -24069636, -23530128, 54079704, 33840, 35168448, -31076388, 20716272, -54474876, 46308024, -15640776, -69727036, 103187392, 16161768, 649568, -15127962, -20254752, 229100088, 57052416, 5196312, 12988136, -6301568, 29148336, -23631772, 72104568, 25298208, 46458576, -15606500, 4156920, 108222240, -7598784, -16652736, -48316896, -55805976, 12806640, -49332320, 7845792, -21814272, -63636688, 18562560, -25295760, 15326808, -3574560, 37132344, -99317128, 30801496, -5482080, -250753752], '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: 16358
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '21.6.a.b', 'target_level': 21, 'twist_class_label': '21.6.a.b', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 16359
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '63.6.a.c', 'target_level': 63, 'twist_class_label': '21.6.a.b', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 16360
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '147.6.a.e', 'target_level': 147, 'twist_class_label': '21.6.a.b', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 16361
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.a.b', 'source_level': 21, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '147.6.e.e', 'target_level': 147, 'twist_class_label': '21.6.a.b', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 16362
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.a.b', 'source_level': 21, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '147.6.e.f', 'target_level': 147, 'twist_class_label': '21.6.a.b', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 16363
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '336.6.a.l', 'target_level': 336, 'twist_class_label': '21.6.a.b', 'twist_class_level': 21, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 16364
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '441.6.a.d', 'target_level': 441, 'twist_class_label': '21.6.a.b', 'twist_class_level': 21, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 16365
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '525.6.a.c', 'target_level': 525, 'twist_class_label': '21.6.a.b', 'twist_class_level': 21, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 16366
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.a.b', 'source_level': 21, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '525.6.d.d', 'target_level': 525, 'twist_class_label': '21.6.a.b', 'twist_class_level': 21, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 16367
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.6.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '1008.6.a.t', 'target_level': 1008, 'twist_class_label': '21.6.a.b', 'twist_class_level': 21, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 82250
    {'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 2}
  • id: 82251
    {'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 3}
  • id: 82252
    {'charpoly_factorization': [[[34, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 5}
  • id: 82253
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 7}
  • id: 82254
    {'charpoly_factorization': [[[340, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 11}
  • id: 82255
    {'charpoly_factorization': [[[-454, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 13}
  • id: 82256
    {'charpoly_factorization': [[[798, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 17}
  • id: 82257
    {'charpoly_factorization': [[[-892, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 19}
  • id: 82258
    {'charpoly_factorization': [[[3192, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 23}
  • id: 82259
    {'charpoly_factorization': [[[8242, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 29}
  • id: 82260
    {'charpoly_factorization': [[[2496, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 31}
  • id: 82261
    {'charpoly_factorization': [[[-9798, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 37}
  • id: 82262
    {'charpoly_factorization': [[[-19834, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 41}
  • id: 82263
    {'charpoly_factorization': [[[17236, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 43}
  • id: 82264
    {'charpoly_factorization': [[[-8928, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 47}
  • id: 82265
    {'charpoly_factorization': [[[-150, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 53}
  • id: 82266
    {'charpoly_factorization': [[[42396, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 59}
  • id: 82267
    {'charpoly_factorization': [[[-14758, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 61}
  • id: 82268
    {'charpoly_factorization': [[[1676, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 67}
  • id: 82269
    {'charpoly_factorization': [[[-14568, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 71}
  • id: 82270
    {'charpoly_factorization': [[[-78378, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 73}
  • id: 82271
    {'charpoly_factorization': [[[2272, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 79}
  • id: 82272
    {'charpoly_factorization': [[[37764, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 83}
  • id: 82273
    {'charpoly_factorization': [[[117286, 1], 1]], 'hecke_orbit_code': 4503599728033813, 'p': 89}
  • id: 82274
    {'charpoly_factorization': [[[-10002, 1], 1]], 'hecke_orbit_code': 4503599728033813, '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': 2, 'label': '21.6.a.b', 'level': 21, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19241706
    {'hecke_orbit_code': 4503599728033813, 'n': 1, 'trace_an': 1}
  • id: 19241707
    {'hecke_orbit_code': 4503599728033813, 'n': 2, 'trace_an': 1}
  • id: 19241708
    {'hecke_orbit_code': 4503599728033813, 'n': 3, 'trace_an': -9}
  • id: 19241709
    {'hecke_orbit_code': 4503599728033813, 'n': 4, 'trace_an': -31}
  • id: 19241710
    {'hecke_orbit_code': 4503599728033813, 'n': 5, 'trace_an': -34}
  • id: 19241711
    {'hecke_orbit_code': 4503599728033813, 'n': 6, 'trace_an': -9}
  • id: 19241712
    {'hecke_orbit_code': 4503599728033813, 'n': 7, 'trace_an': -49}
  • id: 19241713
    {'hecke_orbit_code': 4503599728033813, 'n': 8, 'trace_an': -63}
  • id: 19241714
    {'hecke_orbit_code': 4503599728033813, 'n': 9, 'trace_an': 81}
  • id: 19241715
    {'hecke_orbit_code': 4503599728033813, 'n': 10, 'trace_an': -34}
  • id: 19241716
    {'hecke_orbit_code': 4503599728033813, 'n': 11, 'trace_an': -340}
  • id: 19241717
    {'hecke_orbit_code': 4503599728033813, 'n': 12, 'trace_an': 279}
  • id: 19241718
    {'hecke_orbit_code': 4503599728033813, 'n': 13, 'trace_an': 454}
  • id: 19241719
    {'hecke_orbit_code': 4503599728033813, 'n': 14, 'trace_an': -49}
  • id: 19241720
    {'hecke_orbit_code': 4503599728033813, 'n': 15, 'trace_an': 306}
  • id: 19241721
    {'hecke_orbit_code': 4503599728033813, 'n': 16, 'trace_an': 929}
  • id: 19241722
    {'hecke_orbit_code': 4503599728033813, 'n': 17, 'trace_an': -798}
  • id: 19241723
    {'hecke_orbit_code': 4503599728033813, 'n': 18, 'trace_an': 81}
  • id: 19241724
    {'hecke_orbit_code': 4503599728033813, 'n': 19, 'trace_an': 892}
  • id: 19241725
    {'hecke_orbit_code': 4503599728033813, 'n': 20, 'trace_an': 1054}
  • id: 19241726
    {'hecke_orbit_code': 4503599728033813, 'n': 21, 'trace_an': 441}
  • id: 19241727
    {'hecke_orbit_code': 4503599728033813, 'n': 22, 'trace_an': -340}
  • id: 19241728
    {'hecke_orbit_code': 4503599728033813, 'n': 23, 'trace_an': -3192}
  • id: 19241729
    {'hecke_orbit_code': 4503599728033813, 'n': 24, 'trace_an': 567}
  • id: 19241730
    {'hecke_orbit_code': 4503599728033813, 'n': 25, 'trace_an': -1969}
  • id: 19241731
    {'hecke_orbit_code': 4503599728033813, 'n': 26, 'trace_an': 454}
  • id: 19241732
    {'hecke_orbit_code': 4503599728033813, 'n': 27, 'trace_an': -729}
  • id: 19241733
    {'hecke_orbit_code': 4503599728033813, 'n': 28, 'trace_an': 1519}
  • id: 19241734
    {'hecke_orbit_code': 4503599728033813, 'n': 29, 'trace_an': -8242}
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    {'hecke_orbit_code': 4503599728033813, 'n': 757, 'trace_an': 1255190}
  • id: 19241928
    {'hecke_orbit_code': 4503599728033813, 'n': 761, 'trace_an': -14262294}
  • id: 19241929
    {'hecke_orbit_code': 4503599728033813, 'n': 769, 'trace_an': -20226094}
  • id: 19241930
    {'hecke_orbit_code': 4503599728033813, 'n': 773, 'trace_an': 26228830}
  • id: 19241931
    {'hecke_orbit_code': 4503599728033813, 'n': 787, 'trace_an': -9928292}
  • id: 19241932
    {'hecke_orbit_code': 4503599728033813, 'n': 797, 'trace_an': 10903334}
  • id: 19241933
    {'hecke_orbit_code': 4503599728033813, 'n': 809, 'trace_an': 6063978}
  • id: 19241934
    {'hecke_orbit_code': 4503599728033813, 'n': 811, 'trace_an': -8594380}
  • id: 19241935
    {'hecke_orbit_code': 4503599728033813, 'n': 821, 'trace_an': -2013962}
  • id: 19241936
    {'hecke_orbit_code': 4503599728033813, 'n': 823, 'trace_an': -26467896}
  • id: 19241937
    {'hecke_orbit_code': 4503599728033813, 'n': 827, 'trace_an': -3902292}
  • id: 19241938
    {'hecke_orbit_code': 4503599728033813, 'n': 829, 'trace_an': -19559482}
  • id: 19241939
    {'hecke_orbit_code': 4503599728033813, 'n': 839, 'trace_an': -24544840}
  • id: 19241940
    {'hecke_orbit_code': 4503599728033813, 'n': 841, 'trace_an': 47419415}
  • id: 19241941
    {'hecke_orbit_code': 4503599728033813, 'n': 853, 'trace_an': 33830510}
  • id: 19241942
    {'hecke_orbit_code': 4503599728033813, 'n': 857, 'trace_an': 31800938}
  • id: 19241943
    {'hecke_orbit_code': 4503599728033813, 'n': 859, 'trace_an': 638420}
  • id: 19241944
    {'hecke_orbit_code': 4503599728033813, 'n': 863, 'trace_an': -4222560}
  • id: 19241945
    {'hecke_orbit_code': 4503599728033813, 'n': 877, 'trace_an': -24504338}
  • id: 19241946
    {'hecke_orbit_code': 4503599728033813, 'n': 881, 'trace_an': -27762990}
  • id: 19241947
    {'hecke_orbit_code': 4503599728033813, 'n': 883, 'trace_an': 33016964}
  • id: 19241948
    {'hecke_orbit_code': 4503599728033813, 'n': 887, 'trace_an': 4344616}
  • id: 19241949
    {'hecke_orbit_code': 4503599728033813, 'n': 907, 'trace_an': 19649948}
  • id: 19241950
    {'hecke_orbit_code': 4503599728033813, 'n': 911, 'trace_an': -7265184}
  • id: 19241951
    {'hecke_orbit_code': 4503599728033813, 'n': 919, 'trace_an': 9825320}
  • id: 19241952
    {'hecke_orbit_code': 4503599728033813, 'n': 929, 'trace_an': 27115186}
  • id: 19241953
    {'hecke_orbit_code': 4503599728033813, 'n': 937, 'trace_an': -45352182}
  • id: 19241954
    {'hecke_orbit_code': 4503599728033813, 'n': 941, 'trace_an': 46578022}
  • id: 19241955
    {'hecke_orbit_code': 4503599728033813, 'n': 947, 'trace_an': 25379860}
  • id: 19241956
    {'hecke_orbit_code': 4503599728033813, 'n': 953, 'trace_an': 15294778}
  • id: 19241957
    {'hecke_orbit_code': 4503599728033813, 'n': 961, 'trace_an': -22399135}
  • id: 19241958
    {'hecke_orbit_code': 4503599728033813, 'n': 967, 'trace_an': -5714648}
  • id: 19241959
    {'hecke_orbit_code': 4503599728033813, 'n': 971, 'trace_an': 13024980}
  • id: 19241960
    {'hecke_orbit_code': 4503599728033813, 'n': 977, 'trace_an': -17035950}
  • id: 19241961
    {'hecke_orbit_code': 4503599728033813, 'n': 983, 'trace_an': -13698456}
  • id: 19241962
    {'hecke_orbit_code': 4503599728033813, 'n': 991, 'trace_an': -34908784}
  • id: 19241963
    {'hecke_orbit_code': 4503599728033813, 'n': 997, 'trace_an': 875662}