Embedded newform data - 9.9.d.a.2.5

Formats: - HTML - YAML - JSON - 2026-05-21T19:23:57.962602

• 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': 729, 'analytic_conductor': 3.666407490550145, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [9, 6, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 14, 'field_disc': -8573114567466297543580898065896748866115763699712, 'field_disc_factorization': [[-1, 1], [2, 18], [3, 7], [1783, 2], [68584127498445019, 2]], 'field_poly': [872385888256, 1078377512960, 1254910111744, 183604924416, 61638378240, -1434930432, 1757083840, -29352736, 18261508, -371244, 135762, -1362, 427, -1, 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': 206309425161, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 669462604992, 'hecke_ring_index_factorization': [[2, 6], [3, 21]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 4, -1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '9.9.d.a', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '9.9.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q-\\beta _{1}q^{2}+(-5-3\\beta _{3}+\\beta _{4}+\\beta _{6})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '8.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.9.d', 'trace_display': [-3, -93, 438, 922], 'trace_hash': 1670372018112266981, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.831', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.142', 'prec': 17}, {'__RealLiteral__': 0, 'data': '629.632', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '50193.696', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.171', 'prec': 17}, 'traces': [14, -3, -93, 767, 438, -2259, 922, 0, 17973, -516, -28677, -55110, 1684, 120966, -75276, -65281, 0, 243324, -269630, 539454, 354054, 61311, -1000452, -1125513, 65177, 0, -524826, 1075708, 3797682, 2372562, -164132, -8461881, -5761521, 654993, 0, 12958047, -1671668, 10967691, 3383976, 613326, -10239447, -35844228, 791815, 0, 27631638, 1189536, 31148628, 17088189, -4826637, -63849453, -47946573, -5552720, 0, 36967995, 8107476, 116638674, 37276797, 14211822, -83493795, -109012050, -5255600, 0, 38322432, -26813830, 69232992, 36133866, -8288855, -77746743, -62108640, 27813756, 0, 88821171, -36721682, -10383450, 13792011, -42822959, 56158710, 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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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0.024125426251902487, -0.3647292547610358, -0.4571013826458617, -0.39778969389600294, -0.49878777303895117, -0.3826956194080343, -0.37133048465689433, -0.17905272316531967, -0.11227869876817274], 'char_orbit_index': 4, 'conrey_index': 2, 'dual_conrey_index': 5, 'dual_embedding_index': 5, 'dual_embedding_m': 12, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': -3.4709841777722845, 'embedding_root_real': -2.0039736493897604, 'hecke_orbit': 1, 'hecke_orbit_code': 206309425161, 'label': '9.9.d.a.2.5', 'level': 9, 'weight': 9}
• 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

  
  {'Nk2': 729, 'analytic_conductor': 3.666407490550145, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [9, 6, [2], [1]], 'conrey_index': 2, 'cusp_dim': 14, 'dim': 14, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206309425161, 'hecke_orbit_dims': [14], 'label': '9.9.d', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 18, 'mf_new_dim': 18, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 7, 'sturm_bound': 9, 'trace_bound': 0, 'trace_display': [-3, -93, 438, 922], 'traces': [14, -3, -93, 767, 438, -2259, 922, 0, 17973, -516, -28677, -55110, 1684, 120966, -75276, -65281, 0, 243324, -269630, 539454, 354054, 61311, -1000452, -1125513, 65177, 0, -524826, 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7498364813892, 284732364102, 2892466954734, -4763864862522, 3717525229632, -2618974554714, 606637524528, 2983507373612, 0, 278649666864, 5837647469464, 8398822935024, -3350355811422, 4542611540652, -7367155364472, -4014899692668, 1914076371928, 0, 4086073936548, -3765891920664], 'weight': 9, 'weight_parity': -1}
• mf_twists_cc •

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

  
  
  • id: 2264067
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425161, 'source_is_minimal': True, 'source_label': '9.9.d.a.2.5', 'source_level': 9, 'target_conrey_index': 2, 'target_dim': 14, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206309425161, 'target_is_minimal': True, 'target_label': '9.9.d.a.2.5', 'target_level': 9, 'twist_class_label': '9.9.d.a.2.5', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 2264068
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425161, 'source_is_minimal': True, 'source_label': '9.9.d.a.2.5', 'source_level': 9, 'target_conrey_index': 8, 'target_dim': 14, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206309425179, 'target_is_minimal': False, 'target_label': '27.9.d.a.8.3', 'target_level': 27, 'twist_class_label': '9.9.d.a.2.5', 'twist_class_level': 9, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 2264069
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425161, 'source_is_minimal': True, 'source_label': '9.9.d.a.2.5', 'source_level': 9, 'target_conrey_index': 65, 'target_dim': 14, 'target_embedding_index': 4, 'target_hecke_orbit_code': 1099662622864, 'target_is_minimal': False, 'target_label': '144.9.q.a.65.4', 'target_level': 144, 'twist_class_label': '9.9.d.a.2.5', 'twist_class_level': 9, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 2264070
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425161, 'source_is_minimal': True, 'source_label': '9.9.d.a.2.5', 'source_level': 9, 'target_conrey_index': 80, 'target_dim': 14, 'target_embedding_index': 9, 'target_hecke_orbit_code': 68870471761, 'target_is_minimal': False, 'target_label': '81.9.b.a.80.9', 'target_level': 81, 'twist_class_label': '9.9.d.a.2.5', 'twist_class_level': 9, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 2264071
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425161, 'source_is_minimal': True, 'source_label': '9.9.d.a.2.5', 'source_level': 9, 'target_conrey_index': 17, 'target_dim': 14, 'target_embedding_index': 3, 'target_hecke_orbit_code': 206309425179, 'target_is_minimal': False, 'target_label': '27.9.d.a.17.3', 'target_level': 27, 'twist_class_label': '9.9.d.a.2.5', 'twist_class_level': 9, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 9}
  • id: 2264072
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425161, 'source_is_minimal': True, 'source_label': '9.9.d.a.2.5', 'source_level': 9, 'target_conrey_index': 5, 'target_dim': 14, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206309425161, 'target_is_minimal': True, 'target_label': '9.9.d.a.5.5', 'target_level': 9, 'twist_class_label': '9.9.d.a.2.5', 'twist_class_level': 9, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 2264073
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425161, 'source_is_minimal': True, 'source_label': '9.9.d.a.2.5', 'source_level': 9, 'target_conrey_index': 80, 'target_dim': 14, 'target_embedding_index': 6, 'target_hecke_orbit_code': 68870471761, 'target_is_minimal': False, 'target_label': '81.9.b.a.80.6', 'target_level': 81, 'twist_class_label': '9.9.d.a.2.5', 'twist_class_level': 9, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 9}
  • id: 2264074
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425161, 'source_is_minimal': True, 'source_label': '9.9.d.a.2.5', 'source_level': 9, 'target_conrey_index': 305, 'target_dim': 14, 'target_embedding_index': 3, 'target_hecke_orbit_code': 1099662623152, 'target_is_minimal': False, 'target_label': '432.9.q.a.305.3', 'target_level': 432, 'twist_class_label': '9.9.d.a.2.5', 'twist_class_level': 9, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 9}
  • id: 2264075
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425161, 'source_is_minimal': True, 'source_label': '9.9.d.a.2.5', 'source_level': 9, 'target_conrey_index': 113, 'target_dim': 14, 'target_embedding_index': 4, 'target_hecke_orbit_code': 1099662622864, 'target_is_minimal': False, 'target_label': '144.9.q.a.113.4', 'target_level': 144, 'twist_class_label': '9.9.d.a.2.5', 'twist_class_level': 9, 'twisting_char_label': '36.23', 'twisting_conrey_index': 23, 'weight': 9}
  • id: 2264076
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425161, 'source_is_minimal': True, 'source_label': '9.9.d.a.2.5', 'source_level': 9, 'target_conrey_index': 17, 'target_dim': 14, 'target_embedding_index': 3, 'target_hecke_orbit_code': 1099662623152, 'target_is_minimal': False, 'target_label': '432.9.q.a.17.3', 'target_level': 432, 'twist_class_label': '9.9.d.a.2.5', 'twist_class_level': 9, 'twisting_char_label': '36.31', 'twisting_conrey_index': 31, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 37750
    {'charpoly_factorization': [[[1907907937615872, -2358411620843520, 1028697349607424, -70377433251840, -11174376072960, 1043700878592, 129911231808, -3357207648, -454417236, 8025156, 1205766, -3834, -1275, 3, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 2}
  • id: 37751
    {'charpoly_factorization': [[[523347633027360537213511521, 7418279206149143417292573, -56679036370123402070262, -976065413336385283863, 7057124443676189124, 227101307854835619, -1285197349148991, -68477432365170, -195884369631, 5275693539, 24987204, -526743, -4662, 93, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 3}
  • id: 37752
    {'charpoly_factorization': [[[2839573351866135432955419990675000000, 53302332045224287895217241927500000, -31305540699409815075652443000000, -6848175351045428757108472725000, 53057830581868387453903890000, -142354499291393442748877250, 57225946725674197860825, 382619765945214194040, -313148515994381862, -948192273324126, 1339373715651, 599097276, -1303854, -438, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 5}
  • id: 37753
    {'charpoly_factorization': [[[39146104136256129091711163551403686328412736, 879983893528448633932872311179415251425248, 20118808873544015024859280916775618480736, -5961942294776916152117372933228979752, 21106646370238375762574796612439256, 7375510545788601152324142314350, 13580350617508080944814266361, 2634121245861985946961972, 2636795813880963746004, 271672521250805710, 362784604821905, 18560565688, 23015164, -922, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 7}
  • id: 37754
    {'charpoly_factorization': [[[152465772748281078800425969907174194178966053764151228443, 9003587523471254987524065249409630519984096960243209, -8287207433028456275827243329428875747746107840616, -499851888746272325103785811576511734587399715, 342508974232810443307444783491601910573223, 19929673916484980833124007024724196166, -5592640260605307266697750010790559, -392338932861415730770714324275, 64974098581195755956451975, 7231721248537390439262, 83512804679751897, -14782102878411, -241345500, 28677, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 11}
  • id: 37755
    {'charpoly_factorization': [[[41128891607381614416751429943573891576049465006456766468096, -25659135970294046840428676727072863746337366960468853760, 21912264854255745375073423744949487961192259895835648, 4280566780808356199639668842166951666189360700224, 656773425800865006951149668083173087405225984, 49057112942527373806526157570450692133388, 3135731491298435450128758443562238257, 110139945469634184362123379125736, 4442946212691473838035053146, 89676635567962321566244, 4582293605925315467, 49213095224728, 2471087338, -1684, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 13}
  • id: 37756
    {'charpoly_factorization': [[[19217352029000510962005805229334961203875080286168340106705840570368, 0, 116681840767430265386621942186826318633331443278086132942848, 0, 161971936618131740035167985516701121887690905740848, 0, 73841319025197459953427012577559829827976, 0, 14370509334379880463412243054851, 0, 1349832046385902676211, 0, 60077630097, 0, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 17}
  • id: 37757
    {'charpoly_factorization': [[[187133099931069168441215085396010288, 13040376162542275217593173092368, 231904987950141552564057504, 802112406775810983272, -11260250394067243, -69043213077, 134815, 1], 2]], 'hecke_orbit_code': 206309425161, 'p': 19}
  • id: 37758
    {'charpoly_factorization': [[[8341243938481976613930309852582981662604121625185682324654416757194752, -328519377700197700864623084730572678574260436656290340245897256960, -10783617434358773106984431956294610610676462280618335924601856, 594575609772469543543676271227822504559558769517037146880, 32763710842383129718690878720362345662173290706423840, 654899672268806282112611742416751789995896325448, 6581624937007877533388001003713906599770993, 28384996085201150615552763485153640888, -44582318491852622451163266356796, -624641753017589419283866776, 4988589180960294503721, 80296889888665584, 413895346860, 1000452, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 23}
  • id: 37759
    {'charpoly_factorization': [[[2648291491506910196531285378316474163168842655577672068102626225491580537156288, -39495245441943252296586960597563892721456116928257714737788901436627700512, 139996047795884447300687011620051270825363822524517880493783044216896, 840242722906924518522226416716142070978475358783235103557851000, -2624201711278648553459257947586902833769048098140022282928, -13236360776111005220150107843876961896058978499618258, 57903665830755588532771668151375425039537171201, 9376122989089558417204776323502380221380, -324237927055910772258370802021713470, 160739012981846099462165494794, 1878702991105549206270483, -5099272101721856268, 6150195635682, -3797682, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 29}
  • id: 37760
    {'charpoly_factorization': [[[250068389459173522758906038399500196512238242484514310028056955812233497735593984, -248184084136653645622875933041161915714306438251650879893088467977140174848, 8087068322046169400546125452248890652303561864948793612226642231214080, -31081284991576530827447322967686371835815196012498618531003754496, 254758211301534016196594612117298870016213507923076905105536, -629155113443835792438898761625861471841403773465264624, 1800062075010169772345300646358611001249536258465, -1719118022564683397907330136087354053287208, 3625008179966469997870096806509607540, -2577495645565936290650974457384, 5214479143138826918755073, -1731537324196037888, 2586410131804, 164132, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 31}
  • id: 37761
    {'charpoly_factorization': [[[3328596223529168616705440032832684275897600, -18171269450440413630382159014720679040, -1004048758147482960593506259424, 24805329017471421003309008, -2462417350483844800, -9384990855216, 835834, 1], 2]], 'hecke_orbit_code': 206309425161, 'p': 37}
  • id: 37762
    {'charpoly_factorization': [[[2005060716128135052156401403886228217852261299159742147043099806321647714653230554185856923, 5564861408143006613764276010764227721441198142528718267473846039016795817798149057855, 6468412853895280286200847851247060240163066309695268408305437973072113198691538, 3663980763509898347643637308051539258549783940930328685033901701377453005, 727064983117728192077914330258566727437582235625234248433100567549, -235234203676356826323397161186442508365398628112846604624894, -110089239331244920149755200393266466224315281125503789, 29021645516939754002368386532231355495686791081, 25864241360006593949971146547080930633729, 4451281004137782660969885369101298, -513487969885047735643917609, -198887793969076822467, 15525073203942, 10239447, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 41}
  • id: 37763
    {'charpoly_factorization': [[[1190575641742733252367011655781901504828528541596609035574997071852872898814601283336569, -1030327404055951828309411223439917807468174867582845886879622826859172521925579163, 5162659017654904850861176249248292905042652327736084516069822975174414769310, -2761648934953400696537912645349455314552284710934825999314846592313535, 17411857288370899920861296002691344119798076103351075547877885475, -11020340572916540722751845457901073885021039287210333231266, 10660469906338293503111854496839847197506220528120551, -2737097446941509917691969024471439138310172775, 2036972795353138516831412520003124764939, -363352176882002297279781868796138, 283731077549715014765682407, -25761077103709053383, 19630996769290, -791815, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 43}
  • id: 37764
    {'charpoly_factorization': [[[3520941994919910135220824091680587262797832290678971430750806175131661392352306722025472, 38021340515529058320844970874815854473072420566363657132927155318219702922432640000, 93816882147244626729403116059349465828980061557834616101627807365092006053376, -464800425288094053432445093539788168054562671267588892500059989911880000, 621567734737550300548604087269410182063886795429992414531001030240, -338772952484590787834454492327477119915685849173237700828732, 21495012936266375613271845238056043195666777370737185, 47522844320846090908704171691033017805071952836, 2136881794009834227393090429345556218108, -21682906441973503497641321488409004, 11731056848927264425356972729, -2995483010514244438608, 419579756290164, -31148628, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 47}
  • id: 37765
    {'charpoly_factorization': [[[357939788849847518028012876285454418942861425860724923490388954065064093737748445294105722880000, 0, 216371577817856425306538225416745756959235004013052740935992700435369299365016371200, 0, 19457118677715601749566081879092027473456983039126948742776477316022272, 0, 695018644187232560313604411942884425671496222631020789760, 0, 12391580204784131297228507941192056939522048, 0, 116623598580866028772576343952, 0, 548703546678792, 0, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 53}
  • id: 37766
    {'charpoly_factorization': [[[109362156442943149641581138977101985956294176146575820369537427821184670676027302508615158801099267, 25255057836976001730644424947118498922084506079528464118956009451599815288068558890659838399, -2095109299703491324301173457375846161704860978421333003980082030900244603938349838172, -932766107822453819194832922688693404877727179335391941438354944433900954177081, 47793958139672929067034946967788886508988952259976953150534653493343491, 38554679929426188466492142141985755957699083340587866034102804938, 3986260641636783256570537124760185518379734403989167226077, -77461340067780433805185761749837244590112784965369, -35434522775425950975622832002685539679626701, 160223154390815335083433394431591554, 513778896499480967586568337397, 56549165640484425314175, 3001023781197240, 83493795, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 59}
  • id: 37767
    {'charpoly_factorization': [[[26579758259849330568326543907174473758682071704009808295352692327841456015979557995760227199483904, 15110226464872408140513310968298450076471942588893287214503749603126268885537386228509343744, 5759611536974432564290561619227721893349104599866571045825158886976463325304109228032, 1387189282307432254321712948757135909089651893025764100879880415669448500152832, 261235150651553192483427048648881770032247567245644460352217158753661312, 35786721095599349547716999843897927011013050481747652690974310280, 4124952331111068372164254043712228795861261860625989789985, 363215221100833676786420379893943586143650613272280, 31287788139959410443447485065411752329717250, 2095400035124734872167244828175905592, 161109403603859565947862108371, 6785178178934292599344, 426720846672994, 5255600, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 61}
  • id: 37768
    {'charpoly_factorization': [[[4818948744336924135507195564520778339670333677860030908455131911945836601095176422690474678922684849, 434894179571698542764141345445495060361143048031613559107963604432721125729271033870516223483, 146106463630006388495548954565567104461114876477156088135782088709630439812377448694010, 10676882886395047509698362466344280934165298780806042698211029174538539557848355, 2758923543196975653180581598208911712738255029737325782059924734236028455, 183845403910269312348837556078374369120139181333001442551592083826, 27117409593682578401645491041974895820653006820565692891731, 1150857811916336086020972984538379044062246262954395, 145829227022705883245463463668807206023767519, 4999226362176383184347034939338131018, 516526405772955553791161236787, 8779571523655382631163, 843234147392470, 8288855, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 67}
  • id: 37769
    {'charpoly_factorization': [[[376838983271494451562754118641112685491396219427480404756810336356577801100747634690344449283194880000, 0, 14075547095613422574634974084776889425294702307745458225139874981900751945762831600844800, 0, 184902311844952546860337906156665095850389994584217742871065789990677040128, 0, 1072877902344340100553968359661136953965080253520520017835264, 0, 3129233243441747930366368190381603790182976384, 0, 4738980315324530962955646942624, 0, 3510321494855868, 0, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 71}
  • id: 37770
    {'charpoly_factorization': [[[406742031068275029371101730928519505828639610020000, -520534609130439581603889122744298810536000, -14253409964117948016891349604091047100, 1148302019170038870258309936920, 5103156994544935330703, -2235071709208149, 18360841, 1], 2]], 'hecke_orbit_code': 206309425161, 'p': 73}
  • id: 37771
    {'charpoly_factorization': [[[49271622066056064019959761750483582721774034906610965715132911156223824530345498476080532181866257984, -28344761249602599733199939252984423793133131216311486090852563405660273448482327750339223058400, 27950178221578841730625504669519883968033244637600381662062388681480457018682610619572320, 3031551093849267268423767230836569786221861506900445790083470228868888241320618152, 3824764310141764940831366219106632043209477732151183499934416762487475428312, -455483611843173107036750726439062806532921315698520870807946795852830, 63224925543596980892509529397977454371778932622022459273521297, -1273484117631156996513736388666920947635945734555734960, 54847501532014214209975981945075933398969538596, -130949691455613710493616496348608003478, 26350174610085680925333515522345, -21316100744979497468768, 6724249866480964, 32771822, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 79}
  • id: 37772
    {'charpoly_factorization': [[[55401212498644673202042865324035464958024429396281105197067343076572589772033581904306104794591168049152, 67780152280919800194807648643739189697519802742578373410875856191478397077702355539327506955699200, 28883536004631949387036573743916729057393076909172403470315650352880268049583170055829460480, 1519328964309307568792804047678671528477089691671559637348725500206901732391173208000, -7658544148252997747428715336998095482642658068036910802187313090052710780576, -2081045068130779828460938430023784277112458383072197050446326412925036, -3373270378757240657395421823242489427037247826276738330948735, 2588998670134840913169973199842797214372234989191361828, 51196909041126232913799893071307492871895886796, -677099198592098652088834356172991355612, -25996341593525161045534745351031, 151694525306961660962736, 13951797121013988, 198915996, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 83}
  • id: 37773
    {'charpoly_factorization': [[[78371709822695075537566648344812871864411824153451354534287733286277274000648600987456238387074170880000, 0, 4242190893676797495400339469138940336843615822966399222019475184238019761306355016872755200, 0, 34035034730449702382426646325699221444334395902892662468601511935763449643008, 0, 94283962020957322585345511201502942137289748202585799169277952, 0, 112778764000248726536671643099072426401840524288, 0, 60624442845429903089783201449872, 0, 13785712341436872, 0, 1], 1]], 'hecke_orbit_code': 206309425161, 'p': 89}
  • id: 37774
    {'charpoly_factorization': [[[1801850441004267189427732775534552082687674217751106925367974578481825311385834483097689980468681865076755625, 221774792701220521893787582450789106978518732962371952070535652336641031638393012570594962051605002375, 38767072611733694832179283515979558152329458366453230847446602869769420289666589059492093678800, -1532519370916962077876747011378719313276800548228202854387365659084763359593099548499015, 62896971821819262890670873877891129929076017996591199623954368579192051639203301, -1070791109333286679534227250857623671967077466592451511402904929592846302, 21616019788872995625054740530001518216493777419254864621512530089, -214665464121668744294988820192965475373727470591369540739, 4036069414510899619456344634924046854750989368433, -30687814532956665903264360971671090509182, 489261924705901162030007471293277, -1898759851589314010178023, 32839766434694128, -127049161, 1], 1]], 'hecke_orbit_code': 206309425161, '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': 4, 'hecke_orbit': 1, 'label': '9.9.d.a', 'level': 9, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7110288
    {'hecke_orbit_code': 206309425161, 'n': 1, 'trace_an': 14}
  • id: 7110289
    {'hecke_orbit_code': 206309425161, 'n': 2, 'trace_an': -3}
  • id: 7110290
    {'hecke_orbit_code': 206309425161, 'n': 3, 'trace_an': -93}
  • id: 7110291
    {'hecke_orbit_code': 206309425161, 'n': 4, 'trace_an': 767}
  • id: 7110292
    {'hecke_orbit_code': 206309425161, 'n': 5, 'trace_an': 438}
  • id: 7110293
    {'hecke_orbit_code': 206309425161, 'n': 6, 'trace_an': -2259}
  • id: 7110294
    {'hecke_orbit_code': 206309425161, 'n': 7, 'trace_an': 922}
  • id: 7110295
    {'hecke_orbit_code': 206309425161, 'n': 8, 'trace_an': 0}
  • id: 7110296
    {'hecke_orbit_code': 206309425161, 'n': 9, 'trace_an': 17973}
  • id: 7110297
    {'hecke_orbit_code': 206309425161, 'n': 10, 'trace_an': -516}
  • id: 7110298
    {'hecke_orbit_code': 206309425161, 'n': 11, 'trace_an': -28677}
  • id: 7110299
    {'hecke_orbit_code': 206309425161, 'n': 12, 'trace_an': -55110}
  • id: 7110300
    {'hecke_orbit_code': 206309425161, 'n': 13, 'trace_an': 1684}
  • id: 7110301
    {'hecke_orbit_code': 206309425161, 'n': 14, 'trace_an': 120966}
  • id: 7110302
    {'hecke_orbit_code': 206309425161, 'n': 15, 'trace_an': -75276}
  • id: 7110303
    {'hecke_orbit_code': 206309425161, 'n': 16, 'trace_an': -65281}
  • id: 7110304
    {'hecke_orbit_code': 206309425161, 'n': 17, 'trace_an': 0}
  • id: 7110305
    {'hecke_orbit_code': 206309425161, 'n': 18, 'trace_an': 243324}
  • id: 7110306
    {'hecke_orbit_code': 206309425161, 'n': 19, 'trace_an': -269630}
  • id: 7110307
    {'hecke_orbit_code': 206309425161, 'n': 20, 'trace_an': 539454}
  • id: 7110308
    {'hecke_orbit_code': 206309425161, 'n': 21, 'trace_an': 354054}
  • id: 7110309
    {'hecke_orbit_code': 206309425161, 'n': 22, 'trace_an': 61311}
  • id: 7110310
    {'hecke_orbit_code': 206309425161, 'n': 23, 'trace_an': -1000452}
  • id: 7110311
    {'hecke_orbit_code': 206309425161, 'n': 24, 'trace_an': -1125513}
  • id: 7110312
    {'hecke_orbit_code': 206309425161, 'n': 25, 'trace_an': 65177}
  • id: 7110313
    {'hecke_orbit_code': 206309425161, 'n': 26, 'trace_an': 0}
  • id: 7110314
    {'hecke_orbit_code': 206309425161, 'n': 27, 'trace_an': -524826}
  • id: 7110315
    {'hecke_orbit_code': 206309425161, 'n': 28, 'trace_an': 1075708}
  • id: 7110316
    {'hecke_orbit_code': 206309425161, 'n': 29, 'trace_an': 3797682}
  • id: 7110317
    {'hecke_orbit_code': 206309425161, 'n': 30, 'trace_an': 2372562}
  • id: 7110318
    {'hecke_orbit_code': 206309425161, 'n': 31, 'trace_an': -164132}
  • id: 7110319
    {'hecke_orbit_code': 206309425161, 'n': 32, 'trace_an': -8461881}
  • id: 7110320
    {'hecke_orbit_code': 206309425161, 'n': 33, 'trace_an': -5761521}
  • id: 7110321
    {'hecke_orbit_code': 206309425161, 'n': 34, 'trace_an': 654993}
  • id: 7110322
    {'hecke_orbit_code': 206309425161, 'n': 35, 'trace_an': 0}
  • id: 7110323
    {'hecke_orbit_code': 206309425161, 'n': 36, 'trace_an': 12958047}
  • id: 7110324
    {'hecke_orbit_code': 206309425161, 'n': 37, 'trace_an': -1671668}
  • id: 7110325
    {'hecke_orbit_code': 206309425161, 'n': 38, 'trace_an': 10967691}
  • id: 7110326
    {'hecke_orbit_code': 206309425161, 'n': 39, 'trace_an': 3383976}
  • id: 7110327
    {'hecke_orbit_code': 206309425161, 'n': 40, 'trace_an': 613326}
  • id: 7110328
    {'hecke_orbit_code': 206309425161, 'n': 41, 'trace_an': -10239447}
  • id: 7110329
    {'hecke_orbit_code': 206309425161, 'n': 42, 'trace_an': -35844228}
  • id: 7110330
    {'hecke_orbit_code': 206309425161, 'n': 43, 'trace_an': 791815}
  • id: 7110331
    {'hecke_orbit_code': 206309425161, 'n': 44, 'trace_an': 0}
  • id: 7110332
    {'hecke_orbit_code': 206309425161, 'n': 45, 'trace_an': 27631638}
  • id: 7110333
    {'hecke_orbit_code': 206309425161, 'n': 46, 'trace_an': 1189536}
  • id: 7110334
    {'hecke_orbit_code': 206309425161, 'n': 47, 'trace_an': 31148628}
  • id: 7110335
    {'hecke_orbit_code': 206309425161, 'n': 48, 'trace_an': 17088189}
  • id: 7110336
    {'hecke_orbit_code': 206309425161, 'n': 49, 'trace_an': -4826637}
  • id: 7110337
    {'hecke_orbit_code': 206309425161, 'n': 50, 'trace_an': -63849453}
  • id: 7110338
    {'hecke_orbit_code': 206309425161, 'n': 51, 'trace_an': -47946573}
  • id: 7110339
    {'hecke_orbit_code': 206309425161, 'n': 52, 'trace_an': -5552720}
  • id: 7110340
    {'hecke_orbit_code': 206309425161, 'n': 53, 'trace_an': 0}
  • id: 7110341
    {'hecke_orbit_code': 206309425161, 'n': 54, 'trace_an': 36967995}
  • id: 7110342
    {'hecke_orbit_code': 206309425161, 'n': 55, 'trace_an': 8107476}
  • id: 7110343
    {'hecke_orbit_code': 206309425161, 'n': 56, 'trace_an': 116638674}
  • id: 7110344
    {'hecke_orbit_code': 206309425161, 'n': 57, 'trace_an': 37276797}
  • id: 7110345
    {'hecke_orbit_code': 206309425161, 'n': 58, 'trace_an': 14211822}
  • id: 7110346
    {'hecke_orbit_code': 206309425161, 'n': 59, 'trace_an': -83493795}
  • id: 7110347
    {'hecke_orbit_code': 206309425161, 'n': 60, 'trace_an': -109012050}
  • id: 7110348
    {'hecke_orbit_code': 206309425161, 'n': 61, 'trace_an': -5255600}
  • id: 7110349
    {'hecke_orbit_code': 206309425161, 'n': 62, 'trace_an': 0}
  • id: 7110350
    {'hecke_orbit_code': 206309425161, 'n': 63, 'trace_an': 38322432}
  • id: 7110351
    {'hecke_orbit_code': 206309425161, 'n': 64, 'trace_an': -26813830}
  • id: 7110352
    {'hecke_orbit_code': 206309425161, 'n': 65, 'trace_an': 69232992}
  • id: 7110353
    {'hecke_orbit_code': 206309425161, 'n': 66, 'trace_an': 36133866}
  • id: 7110354
    {'hecke_orbit_code': 206309425161, 'n': 67, 'trace_an': -8288855}
  • id: 7110355
    {'hecke_orbit_code': 206309425161, 'n': 68, 'trace_an': -77746743}
  • id: 7110356
    {'hecke_orbit_code': 206309425161, 'n': 69, 'trace_an': -62108640}
  • id: 7110357
    {'hecke_orbit_code': 206309425161, 'n': 70, 'trace_an': 27813756}
  • id: 7110358
    {'hecke_orbit_code': 206309425161, 'n': 71, 'trace_an': 0}
  • id: 7110359
    {'hecke_orbit_code': 206309425161, 'n': 72, 'trace_an': 88821171}
  • id: 7110360
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