Newform data - 15.11.c.a

Formats: - HTML - YAML - JSON - 2024-04-28T00:46:06.118936

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 1815, 'analytic_conductor': 9.530358790105861, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [15, 2, [11, 7], [1, 2]], 'cm_discs': [], 'conrey_index': 11, 'conrey_indexes': [11], 'dim': 14, 'field_disc': -63344481256141685497712640168335234949091485529716817920000000, 'field_disc_factorization': [[-1, 1], [2, 26], [3, 2], [5, 7], [13, 2], [89126084230216402782323, 2]], 'field_poly': [62911149236536050000, 0, 9049402196955729225, 0, 62207430110604450, 0, 127683454012911, 0, 115670558124, 0, 52224391, 0, 11554, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137623502863, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 851265722900390625000000000, 'hecke_ring_index_factorization': [[2, 9], [3, 20], [5, 21]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '15.11.c.a', 'level': 15, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.11.c.a', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{2}q^{2}+(3+\\beta _{2}-\\beta _{3})q^{3}+(-629+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '10.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '15.11.c', 'trace_display': [0, 44, 0, -50548], 'trace_hash': 2129003849419104366, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.283', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '727.722', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72419.547', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [14, 0, 44, -8802, 0, 21886, -50548, 0, 116362, 31250, 0, 43756, 699408, 0, -343750, 2871906, 0, -3243880, 3814644, 0, -2191008, -10493420, 0, 9454542, -27343750, 0, 13322636, -10989172, 0, 20875000, 105444308, 0, -187570700, 84960772, 0, 80968490, -152902928, 0, -262995952, -228656250, 0, 1025108820, -82568592, 0, 284500000, 302816052, 0, -534917396, 1339929050, 0, -519773324, -2117624528, 0, -3171778694, -414437500, 0, 2459677832, 2203542020, 0, 918156250, -2372907732, 0, 253855908, 5663115830, 0, 915786920, -7807415008, 0, -1032380604, -95812500, 0, 2313658920, 10465834068, 0, -85937500, -4927934540, 0, -4082143640, -8333919076, 0, 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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

  
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[-633226332385519, -4434884651, 108551867892, -2052993493290, -2743096764, -21102362013, 25517039721, 28679080977, -920866563, -1841733126, -11635298406, 20580937017, -920866563, -4185388323]], 'char_orbit_index': 3, 'field_poly': [62911149236536050000, 0, 9049402196955729225, 0, 62207430110604450, 0, 127683454012911, 0, 115670558124, 0, 52224391, 0, 11554, 0, 1], 'hecke_orbit_code': 137623502863, 'hecke_ring_character_values': [[11, [-1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]], [7, [1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 754106146133669142095520, 49535611411306538555599203432000, 23276823430662071512506910172059545600, 23276823430662071512506910172059545600, 1031991904402219553241650071500, 14548014644163794695316818857537216000, 116384117153310357562534550860297728000, 19397352858885059593755758476716288000, 11638411715331035756253455086029772800, 116384117153310357562534550860297728000, 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• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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': 1815, 'analytic_conductor': 9.530358790105861, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [15, 2, [11, 7], [1, 2]], 'conrey_index': 11, 'cusp_dim': 18, 'dim': 14, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137623502863, 'hecke_orbit_dims': [14], 'label': '15.11.c', 'level': 15, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 22, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 14, 'sturm_bound': 22, 'trace_bound': 0, 'trace_display': [0, 44, 0, -50548], 'traces': [14, 0, 44, -8802, 0, 21886, -50548, 0, 116362, 31250, 0, 43756, 699408, 0, -343750, 2871906, 0, -3243880, 3814644, 0, -2191008, -10493420, 0, 9454542, -27343750, 0, 13322636, -10989172, 0, 20875000, 105444308, 0, -187570700, 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• 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: 10555
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.c.a', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 14, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.11.c.a', 'target_level': 15, 'twist_class_label': '15.11.c.a', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 10556
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.c.a', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 14, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.11.c.a', 'target_level': 15, 'twist_class_label': '15.11.c.a', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 10557
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.c.a', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 14, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '75.11.c.g', 'target_level': 75, 'twist_class_label': '15.11.c.a', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 10558
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.c.a', 'source_level': 15, 'target_char_orbit': 3, 'target_dim': 14, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '75.11.c.g', 'target_level': 75, 'twist_class_label': '15.11.c.a', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 11}
  • id: 10559
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.c.a', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 28, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.11.d.d', 'target_level': 75, 'twist_class_label': '15.11.c.a', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 10560
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.c.a', 'source_level': 15, 'target_char_orbit': 4, 'target_dim': 28, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.11.d.d', 'target_level': 75, 'twist_class_label': '15.11.c.a', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 11}
  • id: 10561
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.c.a', 'source_level': 15, 'target_char_orbit': 12, 'target_dim': 14, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '240.11.l.b', 'target_level': 240, 'twist_class_label': '15.11.c.a', 'twist_class_level': 15, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 10562
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 14, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.11.c.a', 'source_level': 15, 'target_char_orbit': 12, 'target_dim': 14, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '240.11.l.b', 'target_level': 240, 'twist_class_label': '15.11.c.a', 'twist_class_level': 15, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 61475
    {'charpoly_factorization': [[[231311424621772800000, 0, 10930304964707942400, 0, 62560663254287360, 0, 125620895405696, 0, 114518599604, 0, 52102936, 0, 11569, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 2}
  • id: 61476
    {'charpoly_factorization': [[[2503155504993241601315571986085849, -1865210964109512954628955060844, -41073097569813962161312256037, -23040137703444294453920712, 597683191758878072784789, 4514318724871042879644, -580209379778572425, -109005039661208976, -9825896793825, 1294693966044, 2902908861, -1895112, -57213, -44, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 3}
  • id: 61477
    {'charpoly_factorization': [[[1953125, 0, 1], 7]], 'hecke_orbit_code': 137623502863, 'p': 5}
  • id: 61478
    {'charpoly_factorization': [[[-45334987326232003432462500000, 4116185844728994618750000, 4072017989002547745000, 250375924407892500, -21084027831504, -1004258096, 25274, 1], 2]], 'hecke_orbit_code': 137623502863, 'p': 7}
  • id: 61479
    {'charpoly_factorization': [[[56401548220422381733913770507367303988197071025861835251520000000000000, 0, 577986057022889582498165387529375229410066775754355840000000000, 0, 171202587224888533823974647001126988936044880000000000, 0, 16556050636537971322489944558126493952000000, 0, 755450451854560656561509563400000, 0, 17897530668479904276400, 0, 212695941340, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 11}
  • id: 61480
    {'charpoly_factorization': [[[17966326544493035119819424092160000, -26148606924689264202717944064000, -19082423071524511597779539200, 52644148380494396834320, 166994689688276384, -466159562216, -349704, 1], 2]], 'hecke_orbit_code': 137623502863, 'p': 13}
  • id: 61481
    {'charpoly_factorization': [[[138809079518351295772128565815436465814742924930626117853836420744588534166403123200000, 0, 525833008496788351229946943864506862376693247948250460737427067430943846400, 0, 826983089174557107435514832479954836984909823084373798292055040, 0, 702095457768252213669371718352469766169274861417216, 0, 347828808903413748132935420121024603584, 0, 100452676517803298053967056, 0, 15608014678924, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 17}
  • id: 61482
    {'charpoly_factorization': [[[1128021601000794223821935511104605885988930048, -620914813820472297543668964398469936384, -696329278144706943959811972702976, 326350245379493961102548608, 69681396035596756904, -33975864776132, -1907322, 1], 2]], 'hecke_orbit_code': 137623502863, 'p': 19}
  • id: 61483
    {'charpoly_factorization': [[[5546976048547892900932924033570531752778132612468030385208176692432378541587982769955996800000, 0, 4774508356800395362738958754352108221171988573085685565578643429385053730844230400, 0, 765492048564014377600429665308021735462485968505090161824126948928960, 0, 51201487805617407264487987033061092812723748378954388496, 0, 1722990263433389991150067255594897754339904, 0, 30746807107446514205342506536, 0, 277803738663444, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 23}
  • id: 61484
    {'charpoly_factorization': [[[40387813614335663520960265601303114896552945885959313133270458540172054272687913825280000000000000, 0, 43090079835092998582122097333476601828346184523252887495352106575625325527040000000000, 0, 2780661689611448832499766173836654809597360368155618796922281664000000000, 0, 59885205912861487083238786666237204390356470591264192000000, 0, 505539001661319570980716111212200983176200000, 0, 1780417287813088254402922260400, 0, 2330477274822460, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 29}
  • id: 61485
    {'charpoly_factorization': [[[1343429640815348872689669815950811126921028246208512, 12541749257030817609985921164271126689251328, -23950849736384061218167653304221238272, 380596272261873616756660296960, 82101959344412642677320, -1492484941586036, -52722154, 1], 2]], 'hecke_orbit_code': 137623502863, 'p': 31}
  • id: 61486
    {'charpoly_factorization': [[[325942282738033189839335215278770531039178274877440000, -49822351360905328825826763288360737795737856000, 1234315911550191470010280971919107667200, 43656886251348084616377103684880, -664093805942661736733344, -11499370941633576, 76451464, 1], 2]], 'hecke_orbit_code': 137623502863, 'p': 37}
  • id: 61487
    {'charpoly_factorization': [[[204906844099492272602418379603055492612707693601198710237622991596869543352255315719693053553920000000000000, 0, 12598296744648026905259105886329992824818402971922668766538599014686970445642847930240000000000, 0, 35092734094860482801686064448086550997418818073303136623252417704353944000000000, 0, 27740694598367458924961880311849001645962422227038643116132000000, 0, 9047842585420441497052354171467143792450588000000, 0, 1285788473562586915551187622274400, 0, 68583537302722240, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 41}
  • id: 61488
    {'charpoly_factorization': [[[4903667792310564437666738482754935610646506960000000000, 678245290630476710157928773788427520932120000000, 25431805149009525447136519896623109560000, 82794753319001723550946655944900, -5435849647675022507971216, -48892998500621996, 41284296, 1], 2]], 'hecke_orbit_code': 137623502863, 'p': 43}
  • id: 61489
    {'charpoly_factorization': [[[1338098296554791224047352874643778659722312012505499373531194927474208337662996467777281759184974501998083200000, 0, 14972484052582387760224308078664198274980021640885542108208279668754530658701240825067287664198400, 0, 22915384110320347807941520897381727904504607529251447787207223670595040209866504640, 0, 10378330378514226376620958770415385854768470535004721834320825612816, 0, 826096955421469058573751516082334799925145605246784, 0, 24176962060886718296573372187110056, 0, 282534462866376724, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 47}
  • id: 61490
    {'charpoly_factorization': [[[232316500238346867131682274517925473172876550146790203129722195296376394709129273994090794264487255961053943859200000, 0, 3037942711465605946668524031231536245050169103105565225372434336375139950087927923970432293094374502400, 0, 268121557150372521147259713200410192021557566720900747320949855973041522610520459043840, 0, 6527195495680988338002418073135641678154106772014239797233620327887616, 0, 70329654614578693528641105684827385294933805360577984, 0, 378148879039076051109465842497179856, 0, 989555030105254924, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 53}
  • id: 61491
    {'charpoly_factorization': [[[26721164912310843642895426317385180516737224717282236604662368825955287035207518956429307696691635557381120000000000000, 0, 5573341144438967637643870440716704722925225029679490814210625648509295422149215688491672227840000000000, 0, 380716629296992204163739213092397101302275046556063235735673080304774432875200000000000, 0, 9731129588767746841985844448254285972382799076570934410600813632000000, 0, 108755285845706984610846406875373657417931701099400000, 0, 559114911171690922523351731452948400, 0, 1261986104771250940, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 59}
  • id: 61492
    {'charpoly_factorization': [[[-7167395175978940402147717371771366094571429719229871404228608, -80858110050072924425870115881878673396557602669760512, 686871381591390778312728748815246911551574528, 1911522257645481966190737885045333760, -2400713857508608162526497480, -2709269321466697076, 1186453866, 1], 2]], 'hecke_orbit_code': 137623502863, 'p': 61}
  • id: 61493
    {'charpoly_factorization': [[[1440645811369472605214130433554057037607779707916958492010240000, 7722862396942001656602060645756791599817066713008672000, 5425327434648473917542663260887302480435880800, -12557673076494864367203468132816670140, -14901652295089372779939414384, -246485573641341356, 3903707504, 1], 2]], 'hecke_orbit_code': 137623502863, 'p': 67}
  • id: 61494
    {'charpoly_factorization': [[[2111545531071662393041280567779205175675779682899181020482673708296147981139307523981020084271894978003168865247559680000000000000, 0, 9929450719964709981094926091443768107371905861619300792774656766015563716819793003637479693834002595840000000000, 0, 13534090752611877104979384305759752224536325041439362439253653503519918376600685348352000000000, 0, 8169838556227327909073016337481723305934387341806252087191055075824192000000, 0, 2518370025590720012103647529158469550066518898981318400000, 0, 407971938058884300652874742369679062400, 0, 32616709214522611360, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 71}
  • id: 61495
    {'charpoly_factorization': [[[266852084086104976717819555466627798886173429214023908006160000, -4817962813309249871103241201822408573412114637052776000, 15951712582147412692485713641586042004020832800, -18347175909408904180994176011506624720, 3565221280333645313586907064, 7568864907171471124, -5232917034, 1], 2]], 'hecke_orbit_code': 137623502863, 'p': 73}
  • id: 61496
    {'charpoly_factorization': [[[-24444196635503112602272190710198059721971244627342760586294016512, 13658976834986734457351649359402007842000637890768299776, 98801795111031058315617790038276672780231473664, -5114696320662782183319517412779366272, -60983196057670299258541270536, -12590030894869987172, 4166959538, 1], 2]], 'hecke_orbit_code': 137623502863, 'p': 79}
  • id: 61497
    {'charpoly_factorization': [[[575661665288737073502485564967771196138703477670256098546734158736680611373983127070421599997448247920365061404879065179497475200000, 0, 1689095965660655057231148184497728658137791589325199424950390127473607549972596100768311189973167685537555542598400, 0, 1633629204840270494406110050850563523366740150187652022761900027962985457074776796210199647752640, 0, 584189860226206303836847614034740326545226054673680491398155083345171118259216, 0, 76798513530155817287721514731958263495766569561621709137984, 0, 4419611816406996747834603532418714825256, 0, 111484712191135799124, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 83}
  • id: 61498
    {'charpoly_factorization': [[[59567260418643566738481592054959590941792939105579531000453603256386185370047999455671336291819052333766422226117447930347520000000000000, 0, 15539918483071410798974167230283461767405889896206299686517049679779918334937373479970877852224589062094192640000000000, 0, 1542720990567758799832887793270053339459697188700169923090623548908267339758138547075645440000000000, 0, 78588915656799092580782668056291817040598943673068184959415484292953449472000000, 0, 2251580121758814874269030070239387837413485035904828262400000, 0, 36378452203637985459494495055074684966400, 0, 304757235611235915840, 0, 1], 1]], 'hecke_orbit_code': 137623502863, 'p': 89}
  • id: 61499
    {'charpoly_factorization': [[[175778858608963820244412674522599163843669423459137462584790128240000, 44308468336984611132768646362405388672185989144923219288000, -32771644149710478227477801661872118966432217351200, -3589065780740084957568409727788245399760, 1927655475988012052057297612936, -75901175351036025036, -15631243766, 1], 2]], 'hecke_orbit_code': 137623502863, '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': '15.11.c.a', 'level': 15, '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: 23932000
    {'hecke_orbit_code': 137623502863, 'n': 1, 'trace_an': 14}
  • id: 23932001
    {'hecke_orbit_code': 137623502863, 'n': 2, 'trace_an': 0}
  • id: 23932002
    {'hecke_orbit_code': 137623502863, 'n': 3, 'trace_an': 44}
  • id: 23932003
    {'hecke_orbit_code': 137623502863, 'n': 4, 'trace_an': -8802}
  • id: 23932004
    {'hecke_orbit_code': 137623502863, 'n': 5, 'trace_an': 0}
  • id: 23932005
    {'hecke_orbit_code': 137623502863, 'n': 6, 'trace_an': 21886}
  • id: 23932006
    {'hecke_orbit_code': 137623502863, 'n': 7, 'trace_an': -50548}
  • id: 23932007
    {'hecke_orbit_code': 137623502863, 'n': 8, 'trace_an': 0}
  • id: 23932008
    {'hecke_orbit_code': 137623502863, 'n': 9, 'trace_an': 116362}
  • id: 23932009
    {'hecke_orbit_code': 137623502863, 'n': 10, 'trace_an': 31250}
  • id: 23932010
    {'hecke_orbit_code': 137623502863, 'n': 11, 'trace_an': 0}
  • id: 23932011
    {'hecke_orbit_code': 137623502863, 'n': 12, 'trace_an': 43756}
  • id: 23932012
    {'hecke_orbit_code': 137623502863, 'n': 13, 'trace_an': 699408}
  • id: 23932013
    {'hecke_orbit_code': 137623502863, 'n': 14, 'trace_an': 0}
  • id: 23932014
    {'hecke_orbit_code': 137623502863, 'n': 15, 'trace_an': -343750}
  • id: 23932015
    {'hecke_orbit_code': 137623502863, 'n': 16, 'trace_an': 2871906}
  • id: 23932016
    {'hecke_orbit_code': 137623502863, 'n': 17, 'trace_an': 0}
  • id: 23932017
    {'hecke_orbit_code': 137623502863, 'n': 18, 'trace_an': -3243880}
  • id: 23932018
    {'hecke_orbit_code': 137623502863, 'n': 19, 'trace_an': 3814644}
  • id: 23932019
    {'hecke_orbit_code': 137623502863, 'n': 20, 'trace_an': 0}
  • id: 23932020
    {'hecke_orbit_code': 137623502863, 'n': 21, 'trace_an': -2191008}
  • id: 23932021
    {'hecke_orbit_code': 137623502863, 'n': 22, 'trace_an': -10493420}
  • id: 23932022
    {'hecke_orbit_code': 137623502863, 'n': 23, 'trace_an': 0}
  • id: 23932023
    {'hecke_orbit_code': 137623502863, 'n': 24, 'trace_an': 9454542}
  • id: 23932024
    {'hecke_orbit_code': 137623502863, 'n': 25, 'trace_an': -27343750}
  • id: 23932025
    {'hecke_orbit_code': 137623502863, 'n': 26, 'trace_an': 0}
  • id: 23932026
    {'hecke_orbit_code': 137623502863, 'n': 27, 'trace_an': 13322636}
  • id: 23932027
    {'hecke_orbit_code': 137623502863, 'n': 28, 'trace_an': -10989172}
  • id: 23932028
    {'hecke_orbit_code': 137623502863, 'n': 29, 'trace_an': 0}
  • id: 23932029
    {'hecke_orbit_code': 137623502863, 'n': 30, 'trace_an': 20875000}
  • id: 23932030
    {'hecke_orbit_code': 137623502863, 'n': 31, 'trace_an': 105444308}
  • id: 23932031
    {'hecke_orbit_code': 137623502863, 'n': 32, 'trace_an': 0}
  • id: 23932032
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    {'hecke_orbit_code': 137623502863, 'n': 981, 'trace_an': -3250356990684772}
  • id: 23932981
    {'hecke_orbit_code': 137623502863, 'n': 982, 'trace_an': 1575107894943620}
  • id: 23932982
    {'hecke_orbit_code': 137623502863, 'n': 983, 'trace_an': 0}
  • id: 23932983
    {'hecke_orbit_code': 137623502863, 'n': 984, 'trace_an': 1569669119384640}
  • id: 23932984
    {'hecke_orbit_code': 137623502863, 'n': 985, 'trace_an': -456976628062500}
  • id: 23932985
    {'hecke_orbit_code': 137623502863, 'n': 986, 'trace_an': 0}
  • id: 23932986
    {'hecke_orbit_code': 137623502863, 'n': 987, 'trace_an': 4133923662347640}
  • id: 23932987
    {'hecke_orbit_code': 137623502863, 'n': 988, 'trace_an': 6680200081680576}
  • id: 23932988
    {'hecke_orbit_code': 137623502863, 'n': 989, 'trace_an': 0}
  • id: 23932989
    {'hecke_orbit_code': 137623502863, 'n': 990, 'trace_an': -2293394450000000}
  • id: 23932990
    {'hecke_orbit_code': 137623502863, 'n': 991, 'trace_an': -8700114140771252}
  • id: 23932991
    {'hecke_orbit_code': 137623502863, 'n': 992, 'trace_an': 0}
  • id: 23932992
    {'hecke_orbit_code': 137623502863, 'n': 993, 'trace_an': -4826736291099192}
  • id: 23932993
    {'hecke_orbit_code': 137623502863, 'n': 994, 'trace_an': -1596653802586080}
  • id: 23932994
    {'hecke_orbit_code': 137623502863, 'n': 995, 'trace_an': 0}
  • id: 23932995
    {'hecke_orbit_code': 137623502863, 'n': 996, 'trace_an': 7708725212471508}
  • id: 23932996
    {'hecke_orbit_code': 137623502863, 'n': 997, 'trace_an': -8861122364844928}
  • id: 23932997
    {'hecke_orbit_code': 137623502863, 'n': 998, 'trace_an': 0}
  • id: 23932998
    {'hecke_orbit_code': 137623502863, 'n': 999, 'trace_an': -1206428976292112}
  • id: 23932999
    {'hecke_orbit_code': 137623502863, 'n': 1000, 'trace_an': 446594238281250}