Newform data - 10.11.c.a

Formats: - HTML - YAML - JSON - 2025-01-23T04:14:16.947144

• 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': 1210, 'analytic_conductor': 6.353572526737241, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'cm_discs': [], 'conrey_index': 3, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [66978, 366, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137623502858, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.11.c.a', 'level': 10, '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': [2, 5], 'level_radical': 10, 'minimal_twist': '10.11.c.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(16 i+16)q^{2}+(183 i-183)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '10.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.11.c', 'trace_display': [32, -366, -3750, -16814], 'trace_hash': 1203850449767086492, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.271', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '107.434', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.246', 'prec': 17}, 'traces': [2, 32, -366, 0, -3750, -11712, -16814, -16384, 0, 20000, -346796, -187392, -465246, 0, 1601250, -524288, 3760066, 253728, 0, 2560000, 6153924, -5548736, -10456526, 0, -5468750, -14887872, -18709920, 8608768, 0, 21960000, -20131996, -8388608, 63463668, 0, -10508750, 8119296, 112775826, 35249920, 0, 71680000, -306007196, 98462784, 118744914, 0, -39645000, -334608832, 344678706, 95944704, 0, -387500000, -1376184156, -238205952, 392771234, 0, 650242500, 275480576, 403170960, 793306880, 0, -117120000, 1812371604, -322111936, -133318206, 0, 2035451250, 2030837376, -1924147934, -1925153792, 0, -1345120000, -6241755196, 129908736, -1272678526, 0, -2430468750, 1127997440, 2915513972, 2724480576, 0, 983040000, 7784229762, -4896115136, -10367644206, 0, 2350041250, 3799837248, 9073447440, 2840952832, 0, -1110060000, 7822646244, -5353741312, 3684155268, 0, -5507800000, 3070230528, -1280722494, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0], [16, 16], [-183, 183], [0, 512], [-1875, -2500], [-5856, 0], [-8407, -8407], [-8192, 8192], [0, -7929], [10000, -70000], [-173398, 0], [-93696, -93696], [-232623, 232623], [0, -269024], [800625, 114375], [-262144, 0], [1880033, 1880033], [126864, -126864], [0, -1101560], [1280000, -960000], [3076962, 0], [-2774368, -2774368], [-5228263, 5228263], [0, -2998272], [-2734375, 9375000], [-7443936, 0], [-9354960, -9354960], [4304384, -4304384], [0, -24790840], [10980000, 14640000], [-10065998, 0], [-4194304, -4194304], [31731834, -31731834], [0, 60161056], [-5254375, 36780625], [4059648, 0], [56387913, 56387913], [17624960, -17624960], [0, -85140018], [35840000, 5120000], [-153003598, 0], [49231392, 49231392], [59372457, -59372457], [0, -88779776], [-19822500, 14866875], [-167304416, 0], [172339353, 172339353], [47972352, -47972352], [0, -141119951], [-193750000, 106250000], [-688092078, 0], [-119102976, -119102976], [196385617, -196385617], [0, -299358720], [325121250, 433495000], [137740288, 0], [201585480, 201585480], [396653440, -396653440], [0, 694068920], [-58560000, 409920000], [906185802, 0], [-161055968, -161055968], [-66659103, 66659103], [0, -134217728], [1017725625, 145389375], [1015418688, 0], [-962073967, -962073967], [-962576896, 962576896], [0, -1913544258], [-672560000, 504420000], [-3120877598, 0], [64954368, 64954368], [-636339263, 636339263], [0, 1804413216], [-1215234375, -2216015625], [563998720, 0], [1457756986, 1457756986], [1362240288, -1362240288], [0, -1967996640], [491520000, 655360000], [3892114881, 0], [-2448057568, -2448057568], [-5183822103, 5183822103], [0, 1575404544], [1175020625, -8225144375], [1899918624, 0], [4536723720, 4536723720], [1420476416, -1420476416], [0, 7771383280], [-555030000, -79290000], [3911323122, 0], [-2676870656, -2676870656], [1842077634, -1842077634], [0, 5514859296], [-2753900000, 2065425000], [1535115264, 0], [-640361247, -640361247], [2257919216, -2257919216], [0, 1374872742], [-4800000000, -1400000000]], 'ap': [[16, 16], [-183, 183], [-1875, -2500], [-8407, -8407], [-173398, 0], [-232623, 232623], [1880033, 1880033], [0, -1101560], [-5228263, 5228263], [0, -24790840], [-10065998, 0], [56387913, 56387913], [-153003598, 0], [59372457, -59372457], [172339353, 172339353], [196385617, -196385617], [0, 694068920], [906185802, 0], [-962073967, -962073967], [-3120877598, 0], [-636339263, 636339263], [0, -1967996640], [-5183822103, 5183822103], [0, 7771383280], [-640361247, -640361247], [2024343802, 0], [-1502524583, 1502524583], [1418116193, 1418116193], [0, -6212959480], [-17951089823, 17951089823], [13062106073, 13062106073], [-52022190598, 0], [-16381452687, -16381452687], [0, -26148958120], [0, 4313626200], [113868406402, 0], [10442780793, 10442780793], [47830549577, -47830549577], [-11828130167, -11828130167], [-116377366063, 116377366063], [0, -181010928440], [133000325402, 0], [131043806002, 0], [212792488257, -212792488257], [79024621353, 79024621353], [0, 452657290800], [137994639002, 0], [-126053692263, 126053692263], [115268207473, 115268207473], [0, -329124036840], [-99794809503, 99794809503], [0, -39562237920], [-814270609598, 0], [453171013002, 0], [1335788872993, 1335788872993], [-912065175623, 912065175623], [0, 1043476578440], [719444957202, 0], [-862576489527, -862576489527], [-789299999598, 0], [-660245134903, 660245134903], [179236397457, -179236397457], [-1101553373007, -1101553373007], [5311384908802, 0], [-840078380223, 840078380223], [-1166347782567, -1166347782567], [-4820422072598, 0], [-3685497774687, -3685497774687], [-5384498447647, -5384498447647], [0, 8126579105800], [5492737385217, -5492737385217], [0, -5913045067280], [1753598840633, 1753598840633], [4257172389937, -4257172389937], [0, -7209991060040], [-6938318326503, 6938318326503], [0, 11251772045880], [-7946276374247, -7946276374247], [8810722856802, 0], [0, -10016009696880], [0, 14824395641640], [-4685003428198, 0], [23912644242002, 0], [-741822675103, 741822675103], [0, 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58068882437320], [-153137463592198, 0], [-87535971111263, 87535971111263], [1594524311273, 1594524311273], [-56579574527703, 56579574527703], [4985576867802, 0], [-180303257628598, 0], [0, -311542786085480], [0, -165068133312160], [215313966939273, 215313966939273], [-278786616982703, 278786616982703], [0, -205170755975320], [159047209676857, -159047209676857], [-140007869581998, 0], [70788089995593, 70788089995593], [-284952799093198, 0], [0, -359991010845760], [140031716617137, -140031716617137], [299888126528113, 299888126528113], [-214433006126247, -214433006126247], [0, 371569006907920], [425888727868202, 0], [473944086862202, 0], [-393378088647463, 393378088647463], [-232821673186527, -232821673186527], [0, -97333684556440], [0, 382848375860080], [425917526760817, -425917526760817], [-358496526204207, -358496526204207], [0, -730888426844680], [148513147065977, -148513147065977], [-38560860981927, -38560860981927], [-411263967729598, 0], [-634115560920503, 634115560920503], [715240745272713, 715240745272713], [462742823901793, 462742823901793], [-241311535745198, 0], [0, -374681845717360], [0, 447350621276960], [-234215056777487, -234215056777487], [-38052568047798, 0], [12656670587953, 12656670587953], [-773543568285183, 773543568285183], [-557903577968567, -557903577968567], [101087413375402, 0], [-713366306105727, -713366306105727], [-514730602885703, 514730602885703], [1133562513594802, 0], [655684564697353, 655684564697353]], 'char_orbit_index': 3, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 137623502858, 'hecke_ring_character_values': [[7, [0, 1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '10.11.c.a', 'level': 10, 'maxp': 997, 'weight': 11}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1210, 'analytic_conductor': 6.353572526737241, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'conrey_index': 3, 'cusp_dim': 26, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137623502858, 'hecke_orbit_dims': [2, 2, 6], 'label': '10.11.c', 'level': 10, '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': [2, 5], 'level_radical': 10, 'mf_dim': 34, 'mf_new_dim': 10, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 5, 'sturm_bound': 16, 'trace_bound': 3, 'trace_display': [-32, -124, 7560, 10604], 'traces': [10, -32, -124, 0, 7560, -12160, 10604, 16384, 0, -94880, 451520, -63488, -988434, 0, 3637820, -2621440, -52906, -7111648, 0, 4183040, 20016320, -13506304, 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0, -195172394188800, -1398734456280, 1323165470326784, 564201417142126, 0, 650265197001600, -473227666718720, -1312475547314166, 301586681299968, 0, 758873041274880, 614455044503840, 1959260736388736, 1151573982604676, 0, 352244761537270, 192536642069440, -1005897665989756, -252237288226816, 0, -338134618803200, 2576597450049720, -213288537456640, -1022240899611834, 0, -1273601238291500, -934978753392640, 768897125164254, -2283311511380480, 0, -250416495329280, 1859295892745120, 2670843175724768, -1501327507701644, 0, -2046713795385200, -1358319189663360, -186862058471076, 484936471216128, 0, 2018481898739200, -488111351384480, 539271754708992, 2535684666028080, 0, -1648894381299800, -70523363000320, 383187381688512, 766637896281280, 0, 941640146252800, -1183176367943780, -1363500013058048, 1764653751178032, 0, -3330281226776880, -2934067542392320, -921689044300316, -1087850040301568, 0, 126572654144640, -240486369631880, 103612709601280, 3371227421371632, 0, 2306420092922640, 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141505333248256, 948224277608236, 0, 1522748109879210, 6763173478028800, -1014522988457232, 162601979965440, 0, -890045072101120, 9849996230338120, 973668180033536, 710851792111472, 0, 3850838296386000, -145966533181440, -399616514478626, -3439460216666240, 0, -1757848696832000], 'weight': 11, '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: 6711
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.11.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.11.c.a', 'target_level': 10, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 6712
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.11.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.11.c.a', 'target_level': 10, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 6713
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.11.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.11.c.c', 'target_level': 50, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 6714
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.11.c.a', 'source_level': 10, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.11.c.c', 'target_level': 50, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 6715
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.11.c.a', 'source_level': 10, 'target_char_orbit': 16, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.11.p.b', 'target_level': 80, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 6716
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.11.c.a', 'source_level': 10, 'target_char_orbit': 16, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.11.p.b', 'target_level': 80, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 11}
  • id: 6717
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.11.c.a', 'source_level': 10, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '90.11.g.b', 'target_level': 90, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 6718
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.11.c.a', 'source_level': 10, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '90.11.g.b', 'target_level': 90, 'twist_class_label': '10.11.c.a', 'twist_class_level': 10, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 44025
    {'charpoly_factorization': [[[512, -32, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 2}
  • id: 44026
    {'charpoly_factorization': [[[66978, 366, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 3}
  • id: 44027
    {'charpoly_factorization': [[[9765625, 3750, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 5}
  • id: 44028
    {'charpoly_factorization': [[[141355298, 16814, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 7}
  • id: 44029
    {'charpoly_factorization': [[[173398, 1], 2]], 'hecke_orbit_code': 137623502858, 'p': 11}
  • id: 44030
    {'charpoly_factorization': [[[108226920258, 465246, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 13}
  • id: 44031
    {'charpoly_factorization': [[[7069048162178, -3760066, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 17}
  • id: 44032
    {'charpoly_factorization': [[[1213434433600, 0, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 19}
  • id: 44033
    {'charpoly_factorization': [[[54669467994338, 10456526, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 23}
  • id: 44034
    {'charpoly_factorization': [[[614585747905600, 0, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 29}
  • id: 44035
    {'charpoly_factorization': [[[10065998, 1], 2]], 'hecke_orbit_code': 137623502858, 'p': 31}
  • id: 44036
    {'charpoly_factorization': [[[6359193464991138, -112775826, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 37}
  • id: 44037
    {'charpoly_factorization': [[[153003598, 1], 2]], 'hecke_orbit_code': 137623502858, 'p': 41}
  • id: 44038
    {'charpoly_factorization': [[[7050177300433698, -118744914, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 43}
  • id: 44039
    {'charpoly_factorization': [[[59401705184917218, -344678706, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 47}
  • id: 44040
    {'charpoly_factorization': [[[77134621128941378, -392771234, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 53}
  • id: 44041
    {'charpoly_factorization': [[[481731665709966400, 0, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 59}
  • id: 44042
    {'charpoly_factorization': [[[-906185802, 1], 2]], 'hecke_orbit_code': 137623502858, 'p': 61}
  • id: 44043
    {'charpoly_factorization': [[[1851172635958234178, 1924147934, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 67}
  • id: 44044
    {'charpoly_factorization': [[[3120877598, 1], 2]], 'hecke_orbit_code': 137623502858, 'p': 71}
  • id: 44045
    {'charpoly_factorization': [[[809855315270766338, 1272678526, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 73}
  • id: 44046
    {'charpoly_factorization': [[[3873010775051289600, 0, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 79}
  • id: 44047
    {'charpoly_factorization': [[[53744023191102685218, 10367644206, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 83}
  • id: 44048
    {'charpoly_factorization': [[[60394398084663558400, 0, 1], 1]], 'hecke_orbit_code': 137623502858, 'p': 89}
  • id: 44049
    {'charpoly_factorization': [[[820125053318790018, 1280722494, 1], 1]], 'hecke_orbit_code': 137623502858, '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': 3, 'hecke_orbit': 1, 'label': '10.11.c.a', 'level': 10, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6174487
    {'hecke_orbit_code': 137623502858, 'n': 1, 'trace_an': 2}
  • id: 6174488
    {'hecke_orbit_code': 137623502858, 'n': 2, 'trace_an': 32}
  • id: 6174489
    {'hecke_orbit_code': 137623502858, 'n': 3, 'trace_an': -366}
  • id: 6174490
    {'hecke_orbit_code': 137623502858, 'n': 4, 'trace_an': 0}
  • id: 6174491
    {'hecke_orbit_code': 137623502858, 'n': 5, 'trace_an': -3750}
  • id: 6174492
    {'hecke_orbit_code': 137623502858, 'n': 6, 'trace_an': -11712}
  • id: 6174493
    {'hecke_orbit_code': 137623502858, 'n': 7, 'trace_an': -16814}
  • id: 6174494
    {'hecke_orbit_code': 137623502858, 'n': 8, 'trace_an': -16384}
  • id: 6174495
    {'hecke_orbit_code': 137623502858, 'n': 9, 'trace_an': 0}
  • id: 6174496
    {'hecke_orbit_code': 137623502858, 'n': 10, 'trace_an': 20000}
  • id: 6174497
    {'hecke_orbit_code': 137623502858, 'n': 11, 'trace_an': -346796}
  • id: 6174498
    {'hecke_orbit_code': 137623502858, 'n': 12, 'trace_an': -187392}
  • id: 6174499
    {'hecke_orbit_code': 137623502858, 'n': 13, 'trace_an': -465246}
  • id: 6174500
    {'hecke_orbit_code': 137623502858, 'n': 14, 'trace_an': 0}
  • id: 6174501
    {'hecke_orbit_code': 137623502858, 'n': 15, 'trace_an': 1601250}
  • id: 6174502
    {'hecke_orbit_code': 137623502858, 'n': 16, 'trace_an': -524288}
  • id: 6174503
    {'hecke_orbit_code': 137623502858, 'n': 17, 'trace_an': 3760066}
  • id: 6174504
    {'hecke_orbit_code': 137623502858, 'n': 18, 'trace_an': 253728}
  • id: 6174505
    {'hecke_orbit_code': 137623502858, 'n': 19, 'trace_an': 0}
  • id: 6174506
    {'hecke_orbit_code': 137623502858, 'n': 20, 'trace_an': 2560000}
  • id: 6174507
    {'hecke_orbit_code': 137623502858, 'n': 21, 'trace_an': 6153924}
  • id: 6174508
    {'hecke_orbit_code': 137623502858, 'n': 22, 'trace_an': -5548736}
  • id: 6174509
    {'hecke_orbit_code': 137623502858, 'n': 23, 'trace_an': -10456526}
  • id: 6174510
    {'hecke_orbit_code': 137623502858, 'n': 24, 'trace_an': 0}
  • id: 6174511
    {'hecke_orbit_code': 137623502858, 'n': 25, 'trace_an': -5468750}
  • id: 6174512
    {'hecke_orbit_code': 137623502858, 'n': 26, 'trace_an': -14887872}
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  • id: 6174706
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  • id: 6174707
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  • id: 6174708
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  • id: 6174710
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  • id: 6174711
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  • id: 6174712
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  • id: 6174713
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  • id: 6174714
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  • id: 6174715
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  • id: 6174716
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  • id: 6174717
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  • id: 6174718
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  • id: 6174719
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  • id: 6174720
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  • id: 6174721
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  • id: 6174722
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  • id: 6174723
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  • id: 6174724
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  • id: 6174725
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  • id: 6174726
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  • id: 6174727
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  • id: 6174728
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  • id: 6174729
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  • id: 6174730
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  • id: 6174731
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  • id: 6174732
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  • id: 6174733
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  • id: 6174734
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  • id: 6174735
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  • id: 6174736
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  • id: 6174737
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  • id: 6174738
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  • id: 6174739
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  • id: 6174740
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  • id: 6174741
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  • id: 6174743
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  • id: 6174744
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