Embedded newform data - 304.10.a.i.1.5

Formats: - HTML - YAML - JSON - 2026-01-01T15:03:20.298362

• 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': 30400, 'analytic_conductor': 156.57089419381742, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [19, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [304, 1, [191, 229, 97], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 1240220256109022487389895409371164378784, 'field_disc_factorization': [[2, 5], [3, 6], [23593, 1], [1653647503, 1], [1362684156337238610107, 1]], 'field_poly': [-16080668672, 6645763712, -758043152, -1801192, 3186388, -1330, -3356, -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, [-7001078106421440, -1346317492894704, -34065033191568, 345304984824, 4890611844, -5905899, -130065, 7, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797186736432, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1769472, 'hecke_ring_index_factorization': [[2, 16], [3, 3]], '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '304.10.a.i', 'level': 304, '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, 19], 'level_radical': 38, 'minimal_twist': '19.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{3}+(487-2\\beta _{1}-\\beta _{7})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '304.10.a', 'trace_display': [0, -7, 3894, 7133], 'trace_hash': 259293671788392136, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.171', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.941', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.667', 'prec': 17}, {'__RealLiteral__': 0, 'data': '140.657', 'prec': 24}, {'__RealLiteral__': 0, 'data': '142.439', 'prec': 24}, {'__RealLiteral__': 0, 'data': '4484.958', 'prec': 27}], 'trace_zratio': 0, 'traces': [8, 0, -7, 0, 3894, 0, 7133, 0, 102715, 0, -172818, 0, 109291, 0, -457332, 0, 583575, 0, -1042568, 0, 372767, 0, 2292405, 0, 205328, 0, 15261551, 0, 4546335, 0, 8277416, 0, 13959234, 0, -15633768, 0, 24485536, 0, -16641725, 0, 35051946, 0, -36624268, 0, 138146370, 0, -9865524, 0, 111765087, 0, -109712553, 0, 13963683, 0, -261540660, 0, 912247, 0, -21215463, 0, 180552112, 0, -303758726, 0, -21864624, 0, -1767355, 0, 504738939, 0, -273631578, 0, -263711543, 0, 340714091, 0, 441243702, 0, -744472174, 0, 1867545184, 0, -832139910, 0, 1013793492, 0, 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• 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

  
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0.0], [0.0, 0.0]], 'angles': [None, -0.2535415474838715, -0.32316532624160244, -0.12692747918335595, -0.27386763293316824, -0.09295108642918237, -0.19077940101808444, None, -0.2720617127554081, -0.12735568401887826, -0.30792695892406674, -0.41129697766842355, -0.13956305986023113, -0.20668932174071528, -0.2666497494025139, -0.3201893434024667, -0.3054340302988552, -0.2551685668916165, -0.1810150684722942, -0.20825578659034366, -0.2094345149759111, -0.4363638606609561, -0.4309712528934559, -0.15243378022107495, -0.16896690805729297, -0.21549803121283193, -0.19553053343244214, -0.12045563848337816, -0.27014400202590944, -0.1417755738566943, -0.343599803357294, -0.25498995012665515, -0.40821451573502054, -0.1750002348595786, -0.09828583312731583, -0.42309780171658723, -0.14540554468004838, -0.2159251111945954, -0.18624574690454038, -0.18041126409112496, -0.28796840712917215, -0.17134346745143872, -0.14729786279332605, -0.2736391943436102, -0.11984215672246336, -0.18613755980234595, 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-0.16576581059953024, -0.3534509615479056, -0.12641987183462383, -0.24763631024745889, -0.3719611616069893, -0.3370421979164197, -0.278114510802983, -0.1583299077186792, -0.18828134976283906, -0.20943659888217253, -0.29536877036905695, -0.369242787336522, -0.3184884994613239, -0.1679907553617042, -0.21581782989129192, -0.12253129423535904, -0.28520002356380014, -0.07132281996093096, -0.20656228880851712, -0.2606530355778152, -0.15942442309864768, -0.2890221591679372, -0.16812949639608993, -0.3565033978641152, -0.2258583886945753, -0.20453346597235625, -0.17773510754937152, -0.1488046996558708, -0.21477134312794063, -0.175595656742855], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': 0.0, 'embedding_root_real': 34.1433174420775, 'hecke_orbit': 9, 'hecke_orbit_code': 36028797186736432, 'label': '304.10.a.i.1.5', 'level': 304, 'weight': 10}
• 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': [19, 22, 20, 20], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [68, 68, 70, 67], 'Nk2': 30400, 'analytic_conductor': 156.57089419381742, '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': [304, 1, [191, 229, 97], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 354, 'dim': 81, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772464, 'hecke_orbit_dims': [1, 1, 3, 4, 4, 6, 6, 7, 8, 9, 10, 10, 12], 'label': '304.10.a', 'level': 304, '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, 19], 'level_radical': 38, 'mf_dim': 366, 'mf_new_dim': 81, 'num_forms': 13, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 81, 'sturm_bound': 400, 'trace_bound': 5, 'trace_display': 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• 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: 46588347
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797186736432, 'source_is_minimal': False, 'source_label': '304.10.a.i.1.5', 'source_level': 304, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 36028797186736432, 'target_is_minimal': False, 'target_label': '304.10.a.i.1.5', 'target_level': 304, 'twist_class_label': '19.10.a.b.1.2', 'twist_class_level': 19, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 46588348
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797186736432, 'source_is_minimal': False, 'source_label': '304.10.a.i.1.5', 'source_level': 304, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599795142675, 'target_is_minimal': True, 'target_label': '19.10.a.b.1.2', 'target_level': 19, 'twist_class_label': '19.10.a.b.1.2', 'twist_class_level': 19, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 46588349
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797186736432, 'source_is_minimal': False, 'source_label': '304.10.a.i.1.5', 'source_level': 304, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 22517998304624811, 'target_is_minimal': False, 'target_label': '171.10.a.f.1.7', 'target_level': 171, 'twist_class_label': '19.10.a.b.1.2', 'twist_class_level': 19, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 46588350
    {'conductor': 76, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797186736432, 'source_is_minimal': False, 'source_label': '304.10.a.i.1.5', 'source_level': 304, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 9007199422513513, 'target_is_minimal': False, 'target_label': '361.10.a.c.1.7', 'target_level': 361, 'twist_class_label': '19.10.a.b.1.2', 'twist_class_level': 19, 'twisting_char_label': '76.75', 'twisting_conrey_index': 75, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 678525
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 36028797186736432, 'p': 2}
  • id: 678526
    {'charpoly_factorization': [[[-7001078106421440, -1346317492894704, -34065033191568, 345304984824, 4890611844, -5905899, -130065, 7, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 3}
  • id: 678527
    {'charpoly_factorization': [[[-100672774226847737856000, 5333326378531412716800, 4797878793229112760, -15242104436745978, -4928095024791, 13645691496, -333546, -3894, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 5}
  • id: 678528
    {'charpoly_factorization': [[[862733246624489054213562051112, 376404550120201809573937633, -329675509450853589465701, -42867062214356216879, 13099503912973219, 1029024277675, -191857127, -7133, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 7}
  • id: 678529
    {'charpoly_factorization': [[[-1466611873985253485655562748300342496, 123271643401907516541687275554536, 18536525184981075472554119316, -207374897747249976609018, -38602390370451987375, -633717371749176, 4728803634, 172818, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 11}
  • id: 678530
    {'charpoly_factorization': [[[-47828401785908748316807589774176417280, -8441214207828919736348706009223936, -367683163577014973807101313600, 3201434084917921385171264, 400132095859725115258, 2958578231378843, -41667500459, -109291, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 13}
  • id: 678531
    {'charpoly_factorization': [[[4164554854477089362767730199160814313778134, -174882387470363725048384029701090746545, 1909878499694195997912527051403045, -6072975920038563220843619829, -17186215755345206326539, 133100798592327741, -112266891249, -583575, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 17}
  • id: 678532
    {'charpoly_factorization': [[[130321, 1], 8]], 'hecke_orbit_code': 36028797186736432, 'p': 19}
  • id: 678533
    {'charpoly_factorization': [[[529676940977224930730446128706356926455283712000, 1214550856408296357964914464141099179868160, -3042874932101682936377079108091064832, -5959003505880077641106555912640, 4769254985677672037022552, 6977975601886212501, -3271008559737, -2292405, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 23}
  • id: 678534
    {'charpoly_factorization': [[[-953774945424787091078513184924763085934379118225760, 1502391894558813504869639325639411869477632368, 664685342131758283784468349912298111488, -1549129730004298759669949479410216, 241580246099450015553928050, 177757290979859578383, -36895910560779, -4546335, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 29}
  • id: 678535
    {'charpoly_factorization': [[[47415161705187271099068185738825730163815224914739200, 21906515450026438394982089293816132758660775936, -25000142731022262368051805596349458161664, -7553868053681891428214222769704960, 2322618843111766233852348160, 513047427343449133696, -78020717342816, -8277416, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 31}
  • id: 678536
    {'charpoly_factorization': [[[138965778533199962287664848280930231739696832042200643840, -85482044281889615290398810432139790320505626021888, 18231089065897626455944529296405263349506304, -1266748228168248872125815091117519360, -71433308014633524539351120672, 13282753338141866365952, -310017603041840, -24485536, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 37}
  • id: 678537
    {'charpoly_factorization': [[[-3016423705317202757728177243676199366521830880907637555200, 471031479132304020595196564781117848003557534064640, 41377046822529758096498310155921080117721856, -7388857031167513855295579841745346208, -43537516944371353253262393456, 32152526836769020043088, -631858807388952, -35051946, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 41}
  • id: 678538
    {'charpoly_factorization': [[[253588080267956730667502498518957618051430983444183131136, -57276415166001751703175769621749301118853535983104, -36296443106512801587829746861309483327399824, 4856343027911231154889941021121051984, 259110108973338134113223642401, -28987227800833424080484, -876668504570378, 36624268, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 43}
  • id: 678539
    {'charpoly_factorization': [[[-5547296512519996925717870005769960366724559576692192509952, -1835119321518344076507125228595107686370398364599296, -6036719014618203664756617982425832468145472, 34838401856154207083883220802908601520, 1703862612039457471864464518817, -76920340658658947050140, -3749460875243802, 9865524, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 47}
  • id: 678540
    {'charpoly_factorization': [[[1551089404634344858344689108209873501240477809939422638648320, -6790365185671935400462769690645669231916611073030912, -14669039525151322362968935469360275198570956576, -90138830306647932984009651241450525776, 21881115757814694240277054569954, 60171451900755680952675, -9324623918746995, -13963683, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 53}
  • id: 678541
    {'charpoly_factorization': [[[107118016716544788766381009004102348177153979560675637590462400, 1888934700630129369864105602100778428451147744644058320, -217610415191289041356740979478922453268829982672, -203648106217905021260591122854384838872, 100965337062861120898030183621596, -153772047049225721499243, -17364311442383193, 21215463, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 59}
  • id: 678542
    {'charpoly_factorization': [[[-167099026544119488084438395752332973441644049295977769268707024, -34357196354566058234303315810573681329790511453785649712, -1611524817713518718252632110805975733660993178416, -12676471615437722508798232813991008934308, 402566683794231156291299146226449, 3866300552415824001791660, -30168457076680682, -180552112, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 61}
  • id: 678543
    {'charpoly_factorization': [[[-56166675668449015046506040847925642265916844435401558942611400704, 2214579078461263309465082976403846944156842011624797779968, -19082614497859807444834913722139034485490416005568, -179729359003647461604371279802734839021712, 2497457271681330398903647186697236, 3210912619911502225954945, -88791856376770409, 1767355, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 67}
  • id: 678544
    {'charpoly_factorization': [[[2776862190025990187758289770215866975752556578946786200864966437888, -32934919550307151202748340012583680516672646418533222806656, -299724619834319455102844028418526812025330189697600, 2654452376299973679818238298745263685654496, 13840064814888492460083865068546288, -50348546927597296902319128, -209452750608254412, 273631578, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 71}
  • id: 678545
    {'charpoly_factorization': [[[-39004344984453003108436442399660577351355361868351063263530890566, -3955755612208576386716921792381973781960769124965410459039, -14056976942681514908046721585943179174058338545671, 671835437907961686001086199439709076794629, 2949754701658070050884797162083633, -30949277409194155318723165, -139506942288443429, 263711543, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 73}
  • id: 678546
    {'charpoly_factorization': [[[19374691002389317887825038379070782411473599677996410047777910947840, -548319094379453000875081171833605931795202485857548168749056, -727399671247000235403539934930311923847977435086848, 20476005602036687626477826181195681705311872, 18388623438249323005061622866972224, -229539686889733479645286232, -259224422614260500, 744472174, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 79}
  • id: 678547
    {'charpoly_factorization': [[[-50662833694693672593546174996236923606021454288973527328694488637440, -1295847307474931442996714629872444913450261594576057342048256, -1681593859410585198990975725595935868418483295281152, 45964384006717584959474938950890425362758400, 53649961231698574842114509718227040, -371352375389830172959201752, -427709325917595996, 832139910, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 83}
  • id: 678548
    {'charpoly_factorization': [[[-4743260948857609044647315702040143143646839787759237156256298450944000, -45144210124830237885955670082258169680514378880560747855626240, -84710215289166698732244311937192588230091031659552768, 245774311387085259283494015091202087713807872, 702726287597933051730563437399355136, -420708091781419320623284224, -1588270171970333760, 291457734, 1], 1]], 'hecke_orbit_code': 36028797186736432, 'p': 89}
  • id: 678549
    {'charpoly_factorization': [[[275440417629866943321499078481668922202353514989873213055346979330719744, 1571101447894194251825872836498858817977139210421447230166122496, 2577865404521866622546308559626374164018929821634573312, -872407151242794066539555836145452842686953984, -6248961103419001313376583464577530512, -4319247541923118550849939152, 2257728965097386080, 3483837140, 1], 1]], 'hecke_orbit_code': 36028797186736432, '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': 9, 'label': '304.10.a.i', 'level': 304, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51862105
    {'hecke_orbit_code': 36028797186736432, 'n': 1, 'trace_an': 8}
  • id: 51862106
    {'hecke_orbit_code': 36028797186736432, 'n': 2, 'trace_an': 0}
  • id: 51862107
    {'hecke_orbit_code': 36028797186736432, 'n': 3, 'trace_an': -7}
  • id: 51862108
    {'hecke_orbit_code': 36028797186736432, 'n': 4, 'trace_an': 0}
  • id: 51862109
    {'hecke_orbit_code': 36028797186736432, 'n': 5, 'trace_an': 3894}
  • id: 51862110
    {'hecke_orbit_code': 36028797186736432, 'n': 6, 'trace_an': 0}
  • id: 51862111
    {'hecke_orbit_code': 36028797186736432, 'n': 7, 'trace_an': 7133}
  • id: 51862112
    {'hecke_orbit_code': 36028797186736432, 'n': 8, 'trace_an': 0}
  • id: 51862113
    {'hecke_orbit_code': 36028797186736432, 'n': 9, 'trace_an': 102715}
  • id: 51862114
    {'hecke_orbit_code': 36028797186736432, 'n': 10, 'trace_an': 0}
  • id: 51862115
    {'hecke_orbit_code': 36028797186736432, 'n': 11, 'trace_an': -172818}
  • id: 51862116
    {'hecke_orbit_code': 36028797186736432, 'n': 12, 'trace_an': 0}
  • id: 51862117
    {'hecke_orbit_code': 36028797186736432, 'n': 13, 'trace_an': 109291}
  • id: 51862118
    {'hecke_orbit_code': 36028797186736432, 'n': 14, 'trace_an': 0}
  • id: 51862119
    {'hecke_orbit_code': 36028797186736432, 'n': 15, 'trace_an': -457332}
  • id: 51862120
    {'hecke_orbit_code': 36028797186736432, 'n': 16, 'trace_an': 0}
  • id: 51862121
    {'hecke_orbit_code': 36028797186736432, 'n': 17, 'trace_an': 583575}
  • id: 51862122
    {'hecke_orbit_code': 36028797186736432, 'n': 18, 'trace_an': 0}
  • id: 51862123
    {'hecke_orbit_code': 36028797186736432, 'n': 19, 'trace_an': -1042568}
  • id: 51862124
    {'hecke_orbit_code': 36028797186736432, 'n': 20, 'trace_an': 0}
  • id: 51862125
    {'hecke_orbit_code': 36028797186736432, 'n': 21, 'trace_an': 372767}
  • id: 51862126
    {'hecke_orbit_code': 36028797186736432, 'n': 22, 'trace_an': 0}
  • id: 51862127
    {'hecke_orbit_code': 36028797186736432, 'n': 23, 'trace_an': 2292405}
  • id: 51862128
    {'hecke_orbit_code': 36028797186736432, 'n': 24, 'trace_an': 0}
  • id: 51862129
    {'hecke_orbit_code': 36028797186736432, 'n': 25, 'trace_an': 205328}
  • id: 51862130
    {'hecke_orbit_code': 36028797186736432, 'n': 26, 'trace_an': 0}
  • id: 51862131
    {'hecke_orbit_code': 36028797186736432, 'n': 27, 'trace_an': 15261551}
  • id: 51862132
    {'hecke_orbit_code': 36028797186736432, 'n': 28, 'trace_an': 0}
  • id: 51862133
    {'hecke_orbit_code': 36028797186736432, 'n': 29, 'trace_an': 4546335}
  • id: 51862134
    {'hecke_orbit_code': 36028797186736432, 'n': 30, 'trace_an': 0}
  • id: 51862135
    {'hecke_orbit_code': 36028797186736432, 'n': 31, 'trace_an': 8277416}
  • id: 51862136
    {'hecke_orbit_code': 36028797186736432, 'n': 32, 'trace_an': 0}
  • id: 51862137
    {'hecke_orbit_code': 36028797186736432, 'n': 33, 'trace_an': 13959234}
  • id: 51862138
    {'hecke_orbit_code': 36028797186736432, 'n': 34, 'trace_an': 0}
  • id: 51862139
    {'hecke_orbit_code': 36028797186736432, 'n': 35, 'trace_an': -15633768}
  • id: 51862140
    {'hecke_orbit_code': 36028797186736432, 'n': 36, 'trace_an': 0}
  • id: 51862141
    {'hecke_orbit_code': 36028797186736432, 'n': 37, 'trace_an': 24485536}
  • id: 51862142
    {'hecke_orbit_code': 36028797186736432, 'n': 38, 'trace_an': 0}
  • id: 51862143
    {'hecke_orbit_code': 36028797186736432, 'n': 39, 'trace_an': -16641725}
  • id: 51862144
    {'hecke_orbit_code': 36028797186736432, 'n': 40, 'trace_an': 0}
  • id: 51862145
    {'hecke_orbit_code': 36028797186736432, 'n': 41, 'trace_an': 35051946}
  • id: 51862146
    {'hecke_orbit_code': 36028797186736432, 'n': 42, 'trace_an': 0}
  • id: 51862147
    {'hecke_orbit_code': 36028797186736432, 'n': 43, 'trace_an': -36624268}
  • id: 51862148
    {'hecke_orbit_code': 36028797186736432, 'n': 44, 'trace_an': 0}
  • id: 51862149
    {'hecke_orbit_code': 36028797186736432, 'n': 45, 'trace_an': 138146370}
  • id: 51862150
    {'hecke_orbit_code': 36028797186736432, 'n': 46, 'trace_an': 0}
  • id: 51862151
    {'hecke_orbit_code': 36028797186736432, 'n': 47, 'trace_an': -9865524}
  • id: 51862152
    {'hecke_orbit_code': 36028797186736432, 'n': 48, 'trace_an': 0}
  • id: 51862153
    {'hecke_orbit_code': 36028797186736432, 'n': 49, 'trace_an': 111765087}
  • id: 51862154
    {'hecke_orbit_code': 36028797186736432, 'n': 50, 'trace_an': 0}
  • id: 51862155
    {'hecke_orbit_code': 36028797186736432, 'n': 51, 'trace_an': -109712553}
  • id: 51862156
    {'hecke_orbit_code': 36028797186736432, 'n': 52, 'trace_an': 0}
  • id: 51862157
    {'hecke_orbit_code': 36028797186736432, 'n': 53, 'trace_an': 13963683}
  • id: 51862158
    {'hecke_orbit_code': 36028797186736432, 'n': 54, 'trace_an': 0}
  • id: 51862159
    {'hecke_orbit_code': 36028797186736432, 'n': 55, 'trace_an': -261540660}
  • id: 51862160
    {'hecke_orbit_code': 36028797186736432, 'n': 56, 'trace_an': 0}
  • id: 51862161
    {'hecke_orbit_code': 36028797186736432, 'n': 57, 'trace_an': 912247}
  • id: 51862162
    {'hecke_orbit_code': 36028797186736432, 'n': 58, 'trace_an': 0}
  • id: 51862163
    {'hecke_orbit_code': 36028797186736432, 'n': 59, 'trace_an': -21215463}
  • id: 51862164
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  • id: 51862352
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  • id: 51862358
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  • id: 51862359
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  • id: 51862360
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  • id: 51862361
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  • id: 51862362
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