Embedded newform data - 126.16.g.c.37.5

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• 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': 32256, 'analytic_conductor': 179.7938164258997, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [126, 3, [29, 73], [3, 1]], 'cm_discs': [], 'conrey_index': 37, 'dim': 10, 'field_disc': -2225259807933922443278355037137942470462546211670403031593429808, 'field_disc_factorization': [[-1, 1], [2, 4], [3, 5], [2618453861, 2], [7700003027, 2], [37522469407, 2]], 'field_poly': [51761574501460447109413728819456, -108333121326673799746890760320, 238785864099387585455090736, -89586690298994071428648, 122945882607722292337, -20531463882664153, 48610066963550, -3342530557, 7979102, -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': [[5, [49967020191634579283353361071590555686612422265625, -3904684896410015253250129686294893340330234375, 307799284596266907899505176069094473109375, -593591015356657212681826459465106250, 31555472345491308096296008783125, -40587944951304658910522625, 2661487010118041585725, -1376760484456490, 56847853671, 10969, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007611840036990, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 42155763793920000, 'hecke_ring_index_factorization': [[2, 18], [3, 7], [5, 4], [7, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 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': False, 'label': '126.16.g.c', 'level': 126, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '14.16.c.b', 'prim_orbit_index': 3, 'qexp_display': 'q-2^{7}\\beta _{1}q^{2}+(-2^{14}+2^{14}\\beta _{1})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '15.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '126.16.g', 'trace_display': [-640, 0, -10969, 2375276], 'trace_hash': 124521098481721603, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.075', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.573', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.724', 'prec': 17}, {'__RealLiteral__': 0, 'data': '432.067', 'prec': 24}, {'__RealLiteral__': 0, 'data': '9.541', 'prec': 17}, {'__RealLiteral__': 0, 'data': '37236.998', 'prec': 30}], 'trace_zratio': 0, 'traces': [10, -640, 0, -81920, -10969, 0, 2375276, 20971520, 0, -1404032, 3405409, 0, 369408276, -411547520, 0, -1342177280, 3201713287, 0, -1063446451, 359432192, 0, -871784704, 31680429991, 0, 39012502244, -23642129664, 0, 13761560576, 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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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[-0.4724933337272572, 0.0], [-0.49327201050816766, 0.8543721841517955], [0.0, 0.0], [0.10521153274362462, 0.1822317202541544], [-0.6214717684562235, 1.0764206784358603], [0.0, 0.0], [0.17848029141723573, 0.8237798853263405], [0.411882618240376, 0.0], [0.0, 0.0], [-0.3348662387852345, -0.5800053393155179], [-0.4612773942758896, -0.798955883268822], [0.0, 0.0], [-1.093060493609963, 0.0], [-1.2066410555126938, 0.46590368643562674], [0.0, 0.0], [-0.3222402536088993, 0.5581364914944938], [0.4072891092174889, 0.7054454305341603], [0.0, 0.0], [0.2160733416045792, -0.3742500058203173], [-0.08647204091023683, 0.0], [0.0, 0.0], [0.3349729786943822, 0.0], [-0.24656359310020912, 0.42706067054630126], [0.0, 0.0], [0.8430438993595913, 1.4601948667017957], [-0.0886447061552406, 0.1535371348828903], [0.0, 0.0], [0.29818820382406386, 0.24050115667648647], [-0.8301319666582709, 0.0], [0.0, 0.0], [-0.9345729760405215, -1.6187278778830343], [0.12246253866686788, 0.21211133899488335], [0.0, 0.0], 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[-0.33625673791174143, -0.5824137544505081], [0.020620624456127657, -0.03571596924181045], [0.0, 0.0], [0.10592319580171561, -0.6773691868891969], [-0.915366428104056, 0.0], [0.0, 0.0], [-0.7645008048877401, -1.324154236492867], [-0.316590159920355, -0.5483502421584109], [0.0, 0.0], [0.2829267675250449, 0.0]], 'angles': [None, None, -0.32022927860605616, None, -0.1442959462801168, -0.3429051343026481, 0.0077893533316951424, -0.48590539727651144, -0.21452572098409778, -0.3514569127536427, -0.06472588712252189, -0.27060678676994554, -0.23195900175587747, -0.19868251859113517, -0.32095032457916506, -0.1410403354046201, -0.05566933743932782, -0.36361161139271175, 0.10042057965512947, -0.3305525530474878, -0.4447506510133767, -0.37312247889001693, -0.36401408901334775, -0.4716636312593479, -0.25507560976234084, -0.4541504785437875, -0.47256767921189186, -0.4098208248427503, 0.0270538934483644, -0.2933161755994834, -0.35487974729648664, -0.4237249106791071, -0.09640384168843014, 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-0.21690213939415, -0.3351470680505926, -0.36456077414246335, -0.20744611152941314, -0.49200827006601644, -0.48911007771035686, -0.23067423487510466, -0.2428515103428592, -0.21745553937447154, -0.4705457383791781, -0.16184232151369723, -0.0010473824682762172, -0.04359307493631697, -0.14978616619534185, -0.028293226887723146, -0.1615239252378671, -0.25793462197344563, -0.11359780412094764, -0.2511893701422204, -0.13724369520862303, -0.17184129084846192, -0.18279495918416994, -0.10589425624462169, -0.42853868927988636, -0.37985048348914763, -0.48190876748999406, -0.2587386026020256, -0.3860573153089291, -0.4573531018522268, -0.12630089903382938, -0.1408265540530083, -0.22381098403475158, 0.19006580732774775, -0.34202582637478607, -0.016570404830427595, -0.456317377955512, -0.31812075510009324, -0.3725820614463821, -0.45133534586964436, -0.40165606161535944, -0.15554479221492717, -0.1379138268204979, -0.44482610601939937], 'char_orbit_index': 7, 'conrey_index': 37, 'dual_conrey_index': 109, 'dual_embedding_index': 5, 'dual_embedding_m': 10, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': 1632.0994129847275, 'embedding_root_real': -942.2930354309626, 'hecke_orbit': 3, 'hecke_orbit_code': 9007611840036990, 'label': '126.16.g.c.37.5', 'level': 126, 'weight': 16}
• 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': 32256, 'analytic_conductor': 179.7938164258997, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [126, 3, [29, 73], [3, 1]], 'conrey_index': 37, 'cusp_dim': 704, 'dim': 100, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 412585295998, 'hecke_orbit_dims': [8, 10, 10, 10, 10, 12, 20, 20], 'label': '126.16.g', 'level': 126, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 736, 'mf_new_dim': 100, 'num_forms': 8, 'prim_orbit_index': 3, 'relative_dim': 50, 'sturm_bound': 384, 'trace_bound': 5, 'trace_display': [0, 0, -578, -3709392], 'traces': [100, 0, 0, -819200, -578, 0, -3709392, 0, 0, 2882048, -116346802, 0, 233278672, -146600960, 0, -13421772800, 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• mf_twists_cc •

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

  
  
  • id: 41004869
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007611840036990, 'source_is_minimal': False, 'source_label': '126.16.g.c.37.5', 'source_level': 126, 'target_conrey_index': 37, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007611840036990, 'target_is_minimal': False, 'target_label': '126.16.g.c.37.5', 'target_level': 126, 'twist_class_label': '14.16.c.b.9.5', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 16}
  • id: 41004870
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007611840036990, 'source_is_minimal': False, 'source_label': '126.16.g.c.37.5', 'source_level': 126, 'target_conrey_index': 9, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503737334759438, 'target_is_minimal': True, 'target_label': '14.16.c.b.9.5', 'target_level': 14, 'twist_class_label': '14.16.c.b.9.5', 'twist_class_level': 14, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 16}
  • id: 41004871
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007611840036990, 'source_is_minimal': False, 'source_label': '126.16.g.c.37.5', 'source_level': 126, 'target_conrey_index': 109, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007611840036990, 'target_is_minimal': False, 'target_label': '126.16.g.c.109.5', 'target_level': 126, 'twist_class_label': '14.16.c.b.9.5', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 16}
  • id: 41004872
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007611840036990, 'source_is_minimal': False, 'source_label': '126.16.g.c.37.5', 'source_level': 126, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197660029026, 'target_is_minimal': False, 'target_label': '98.16.a.h.1.1', 'target_level': 98, 'twist_class_label': '14.16.c.b.9.5', 'twist_class_level': 14, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 16}
  • id: 41004873
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007611840036990, 'source_is_minimal': False, 'source_label': '126.16.g.c.37.5', 'source_level': 126, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 36028797287399522, 'target_is_minimal': False, 'target_label': '98.16.a.i.1.5', 'target_level': 98, 'twist_class_label': '14.16.c.b.9.5', 'twist_class_level': 14, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 16}
  • id: 41004874
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007611840036990, 'source_is_minimal': False, 'source_label': '126.16.g.c.37.5', 'source_level': 126, 'target_conrey_index': 11, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503737334759438, 'target_is_minimal': True, 'target_label': '14.16.c.b.11.5', 'target_level': 14, 'twist_class_label': '14.16.c.b.9.5', 'twist_class_level': 14, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 16}
  • id: 41004875
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007611840036990, 'source_is_minimal': False, 'source_label': '126.16.g.c.37.5', 'source_level': 126, 'target_conrey_index': 67, 'target_dim': 10, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546932863205474, 'target_is_minimal': False, 'target_label': '98.16.c.n.67.1', 'target_level': 98, 'twist_class_label': '14.16.c.b.9.5', 'twist_class_level': 14, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 16}
  • id: 41004876
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007611840036990, 'source_is_minimal': False, 'source_label': '126.16.g.c.37.5', 'source_level': 126, 'target_conrey_index': 79, 'target_dim': 10, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546932863205474, 'target_is_minimal': False, 'target_label': '98.16.c.n.79.1', 'target_level': 98, 'twist_class_label': '14.16.c.b.9.5', 'twist_class_level': 14, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 354750
    {'charpoly_factorization': [[[16384, 128, 1], 5]], 'hecke_orbit_code': 9007611840036990, 'p': 2}
  • id: 354751
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 9007611840036990, 'p': 3}
  • id: 354752
    {'charpoly_factorization': [[[49967020191634579283353361071590555686612422265625, -3904684896410015253250129686294893340330234375, 307799284596266907899505176069094473109375, -593591015356657212681826459465106250, 31555472345491308096296008783125, -40587944951304658910522625, 2661487010118041585725, -1376760484456490, 56847853671, 10969, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 5}
  • id: 354753
    {'charpoly_factorization': [[[2411865032257058775038130904326570702735480588505508642005857943, -1206692133290169628689025893366566203464021188414357111276, 733525091181953476064424184615769019260819617768149, 32919684285809061889231976380361849878526960, -175383050411906917627454858432473063306, 112975266104445254989516032154488, -36941712086214254276479942, 1460543381538253040, 6854932353507, -2375276, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 7}
  • id: 354754
    {'charpoly_factorization': [[[53151577128636504880399305743720824385353405900994984028473911766928810530625, -3151612834462576325020591068704192500595640413582626966363413843047625, 212988190925989956816412680815592213812294679744297418323747075, -2165971195293969169734662564193391207759734593352214770, 122166937424720791156120586832423733396687158669, -1049899305163973427791735005273072325859, 51608676157031845278162059352301, -199106616072506013871594, 8067224900610939, -3405409, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 11}
  • id: 354755
    {'charpoly_factorization': [[[131722444961044041701115552148365123900000, 3877830962527143588745252129453200, 8780169797464652964092560, -126907824737012904, -184704138, 1], 2]], 'hecke_orbit_code': 9007611840036990, 'p': 13}
  • id: 354756
    {'charpoly_factorization': [[[1044664282546294153138207303388296391521843166803558885771936335130322801011942465878335451801, 166666818820461797977871523486102603265234254829602730860768541143448638164417552601, 1055939622269925585564622096281930061960795767642385660042377532595099624991, -686733136712463244585891559384625949995600952525527781881667591338, 869094790985742539775986764614632025720093011818028126613, -322765790624715808252509181748564089923984968385, 172458828940248213207367047905010250045, -37815219066136243032191168458, 18334030904695777095, -3201713287, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 17}
  • id: 354757
    {'charpoly_factorization': [[[21857203332278804846898225521612032218792175574452555398579943696751292073753649768382502818025, 17446468225313896359298744943708224388722475182077018614533540019352525291525929574955, 21521741880225959300922562324823550387260444350229519548268810639844631590771, 2720187353271155192927230324073609687741429271564578645852867069718, 5987972855620094857521279790272278100896651460566163316677, 1423057901880507128673764582476442646787426952313, 819016905741040696659989383623152289213, 71167900784488638649356046974, 30835900979958832323, 1063446451, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 19}
  • id: 354758
    {'charpoly_factorization': [[[13116187752097189415770668074234851897819911802469593712092026215653208680450396051970690428342937601, -6658480713206440528402122402070741706110792891809228375184639769965799652059654417780066943, 2392195289921789812115472693342122543091141965454652074438789995173513158738961995, -454525014387600057884065112478409930118767280397674827008609945990600102, 66112021280775983539156233715308647270854229841016618700401245, -5340950656524695081027424642084744864107402236282365, 373620887278781441389062485974422938893693, -10747660745463950693348284549102, 1209019123045687349571, -31680429991, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 23}
  • id: 354759
    {'charpoly_factorization': [[[-492600167871592914525620968393890958843427339883219936, -103087014270109249845816363755069923548264048, -3337561365442770074768262669763152, -18037480471211003543528, 147467621138, 1], 2]], 'hecke_orbit_code': 9007611840036990, 'p': 29}
  • id: 354760
    {'charpoly_factorization': [[[199200842555962488001106607309514709607127257337591035328076677795432446487826269208249619591989082074429525625, -6260255627127688419150199911801055041198317057468718387174045029574853565748231272577489668412169875, 224100006944117659879155382697181780178901728671398530170079050089301957437119778082731475, -1751503113617990274243162960890113082016594999437101371308984478959019945621990, 44364629821081083210681974567589169293033243913348219198358609092549, -166652836504880907638708300854490181061967279146521703329, 8173045205126415143450811903545412765567213549, -1083062784645032282697698825614366, 93421892390409758698563, -30201804075, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 31}
  • id: 354761
    {'charpoly_factorization': [[[3131118783086991242960240219486364011785312127027905310640060876436469233992014259787477230924804471626225662939009, -36116451408929896336929117125771964077617193519759512098714125535948580106818142992974493728801324211157, 376148061560369042520809749901124924049769542084873300895677035428282745206216343166428018111, -1924759050331230981260556259162484257879748007701015679315263749647975248585656206, 11356309373970135978425904046043735118739056051025288011803731049128077, -44724927712895629572226125504351769501836208894669906121715, 221504327817107232126729138166835053152691096845, -610097543402305302005538799845719886, 1463996720761355264298495, -1369689837461, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 37}
  • id: 354762
    {'charpoly_factorization': [[[900389855335120274602823828678603167000781744991360049746528, -1281823786134488723916784663871715901983094522224, -6146707568533983591526807697254572144, -2800606024986452638423848, 1817419137078, 1], 2]], 'hecke_orbit_code': 9007611840036990, 'p': 41}
  • id: 354763
    {'charpoly_factorization': [[[2823767985788648492443735989534475729111834460661417182080000, 4588378900010371301128957164814830297978657056000, -1907629965068843354245319656274537600, -4907251070246213228006240, -207801331876, 1], 2]], 'hecke_orbit_code': 9007611840036990, 'p': 43}
  • id: 354764
    {'charpoly_factorization': [[[2366402267814665536120952482501259585140734041891823532586920135023722717972166195954547169295035503362085890787428417647740761, -1705175708168631045322985337161492081502107446542513355457595800458634029732764437503978158252687198093452142463875, 933337401835136442634700969441390025504430609253543760955191452110129903085936145196688111476162819635, -310271792223498535614039133875183714329234447534431413816894765429342659978845912651663590, 91365649126456536724484876456583044589755132015180113102082791359543408268965, -20329924866996903656701312880349243035325504918715645765092388881, 4532057950264802318607739194191375807003743177510125, -783268478684123021340718413393036781470, 127267297365669010801305795, -12606978599835, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 47}
  • id: 354765
    {'charpoly_factorization': [[[1471211710394569858135327955060513685262082191207453193141346708859357098992519019788790666172646012288987026141583126674884703449, 159006573032768765710642319497689396839707701726114431614800434632813420327552668943300758317989443466109978623750617, 67056478811784304115664157469434633108215439851846987956273654521329186510454601334850218278184394759551, 4395970036001212995873148354615360343791155120904622343036149519848535993448632808140377206, 1812151194258536073070427660269388876236953605808220293473410380585108367294677, 116196501230175504446450180476660438933218268929776944372873082655, 25931636804566928377265999715992071017640206190659645, 1246081171908027877402937758327886342166, 240280585925014539369954855, 10616682242361, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 53}
  • id: 354766
    {'charpoly_factorization': [[[29191561913274630917689632265672189574842843775105986566638060783350223567221632752186249662655790826642208222484244054747505625, -30404228030895385847715921204415290278184442501671943541044470152142513067310201149929208619559063978577266277411125, 41836150368603899294754778225911314013998011870866527466373378463290172270693419559803109181496639021275, 9656243374746235962765741855778263479850959301691197923706673796512913882386140478771253310, 3813202486877162644029182465732759899031920445619760464001460346581128403473941, 292656817574195070925618931712682474788078275395941264607355339217, 88388050049637624720032244081543535644475830236548189, 7225023050920891175552045993884074041302, 1512969360528786665925388107, 39993786962755, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 59}
  • id: 354767
    {'charpoly_factorization': [[[34354803898990004978399944131429455059353355031134220560816880744988847189524316870503682455887202859845412590238968425046930560961, 21035064200964060044737445661565716516788116936215435158619170304089113279935747651622725135608826875317388557448817675, 12737131023588864899391017252321974727440444615506244076239703041734968779124262359890895711707588435222335, 349535244826672713331292521078119799016448947095756466630091077659412016324461031175650835890, 81859294682341839684570695147524436472307428411863394508864341733791030079061965, 810298801599518430770962226572308082000374295639105425918525207981, 391296869224372764682520837661604127817152153083853325, 2107212703167448099103611195759355296370, 734203540048057376720245695, -5148862074165, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 61}
  • id: 354768
    {'charpoly_factorization': [[[1105829945313681030709103497609509423200353781070076589907064597536509450050763820446671154337290975329985275870108708984601024692330681, 198755868219969086891075153899615270773791100641941397787276395512967519937266074031036514804519547512176684325558800698997, 24210183458640554479988001424440061132650323705780400399607035182115490385231512001176692165702722028379903755, 1649949198071024269345510745722371364919663299715033560260707532079673369193546276853760941906834, 83153282440082901684523971083962778805171663005187563521318468106177406575457032597, 2499618497683645594549601758948704724971447825369293548906111570553919, 55867044809669199041747643806202475255227531132970353917, 507894627860960407900869966160578631251322, 7161912218267852527940361243, 29267240444285, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 67}
  • id: 354769
    {'charpoly_factorization': [[[3019490956028361157494925623703272803439632264936896119521377714176, -2260718654247008159513971384538706407617827626073366528, 183579607802124549946121146060662474322944, -4037172763364661746265355328, -18883828602800, 1], 2]], 'hecke_orbit_code': 9007611840036990, 'p': 71}
  • id: 354770
    {'charpoly_factorization': [[[132886703894227547601482317396896419133767357031996323813165737130301596923159115118219555971813570837257973837122151436600567036920624850625, -4844195731019791741175530399311950072413607622695624968508907548527367387925104764434638842633368216227244475499065519551209125, 124194899064884153348538545594895185611854726299257027041089515502138063081795714361104006631972330798067058093775, -1896430477094905049870186743377676105595368563903020494181339541243753537915014086553682341606733470, 23222452506681303087612110658915467038665777275844120536343374370119850896984440927469, -196092508156504281213592278681414556455745855406256318067757537776605267, 1528958455870222596826561001874013513791826062290331195437, -8947288686302630304448465949235190465263518, 60057746133631701819978974223, -243869659370917, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 73}
  • id: 354771
    {'charpoly_factorization': [[[13006100202997982617623291863014970099663442012630329879602204408402024340406599518272852378932705787385109760798509620175152649065428125390625, -87940367873839919042121670441404996492278382689157587643712444274532083465556736028273778268075976276321911987075284486571640625, 2117914381214436589871136182570186648040264701585756621103917746411636865134414974695443460207160417118698672796875, -9306531056951763207171544220561997983751172471891506126309109743355364487064615888990651519834256250, 229032888397990309273109663965662065573029619854206567823819555806187970434823787188125, -1050383306749917514657373355737035695084429200057121112500204674958733875, 8452588742110551302011270401546311337809813097248726634525, -14907246877654447390033752935094236443625170, 104826139753889780424521101251, -137356615917609, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 79}
  • id: 354772
    {'charpoly_factorization': [[[-366422484338700758939100047556328400313116563998264587409426106745797632, -3833608622068659745481054139668441946182622326433789822720, 51575111067133110460065577063583556770780544, -69379056449187186250906058144, -457302083255324, 1], 2]], 'hecke_orbit_code': 9007611840036990, 'p': 83}
  • id: 354773
    {'charpoly_factorization': [[[196108801499590092708613625848259908077328075064984797805270719923325240507351752005260585177922293835617561387478509061141605462363330144380129, 6534386418507205728713328299587714137076947071587058955043945078175405348733722367360864226152358473251396938570834724750390852661, 240163257925108421015594705389072879281244685145396449242348715295251609828648436544294796766506164318078512805656015, -450829551785032695654325664272296177411417561389323061247871861434400565632081566229858237520337616962, 7371034828613991859152439028720421496807955451551442489012429059188423927699168496095053, 8111909469080551025516002679142827844979163208184062604456986975823935747, 113478035009176016047629753820433726159400749896545522176877, -4323825998291203403823712447474237343675586, 434483398697460528323001411567, 315332760149685, 1], 1]], 'hecke_orbit_code': 9007611840036990, 'p': 89}
  • id: 354774
    {'charpoly_factorization': [[[22137894772789493325433215069958841654415590135402269611923805157161008800, 449164277961332455974260649104043965768086153418439028750480, 173853325997566081288257869315420544289279216, -1597414266544175258605999208360, -29160019858022, 1], 2]], 'hecke_orbit_code': 9007611840036990, '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': 7, 'hecke_orbit': 3, 'label': '126.16.g.c', 'level': 126, 'portrait': 'data:image/png;base64,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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30969781
    {'hecke_orbit_code': 9007611840036990, 'n': 1, 'trace_an': 10}
  • id: 30969782
    {'hecke_orbit_code': 9007611840036990, 'n': 2, 'trace_an': -640}
  • id: 30969783
    {'hecke_orbit_code': 9007611840036990, 'n': 3, 'trace_an': 0}
  • id: 30969784
    {'hecke_orbit_code': 9007611840036990, 'n': 4, 'trace_an': -81920}
  • id: 30969785
    {'hecke_orbit_code': 9007611840036990, 'n': 5, 'trace_an': -10969}
  • id: 30969786
    {'hecke_orbit_code': 9007611840036990, 'n': 6, 'trace_an': 0}
  • id: 30969787
    {'hecke_orbit_code': 9007611840036990, 'n': 7, 'trace_an': 2375276}
  • id: 30969788
    {'hecke_orbit_code': 9007611840036990, 'n': 8, 'trace_an': 20971520}
  • id: 30969789
    {'hecke_orbit_code': 9007611840036990, 'n': 9, 'trace_an': 0}
  • id: 30969790
    {'hecke_orbit_code': 9007611840036990, 'n': 10, 'trace_an': -1404032}
  • id: 30969791
    {'hecke_orbit_code': 9007611840036990, 'n': 11, 'trace_an': 3405409}
  • id: 30969792
    {'hecke_orbit_code': 9007611840036990, 'n': 12, 'trace_an': 0}
  • id: 30969793
    {'hecke_orbit_code': 9007611840036990, 'n': 13, 'trace_an': 369408276}
  • id: 30969794
    {'hecke_orbit_code': 9007611840036990, 'n': 14, 'trace_an': -411547520}
  • id: 30969795
    {'hecke_orbit_code': 9007611840036990, 'n': 15, 'trace_an': 0}
  • id: 30969796
    {'hecke_orbit_code': 9007611840036990, 'n': 16, 'trace_an': -1342177280}
  • id: 30969797
    {'hecke_orbit_code': 9007611840036990, 'n': 17, 'trace_an': 3201713287}
  • id: 30969798
    {'hecke_orbit_code': 9007611840036990, 'n': 18, 'trace_an': 0}
  • id: 30969799
    {'hecke_orbit_code': 9007611840036990, 'n': 19, 'trace_an': -1063446451}
  • id: 30969800
    {'hecke_orbit_code': 9007611840036990, 'n': 20, 'trace_an': 359432192}
  • id: 30969801
    {'hecke_orbit_code': 9007611840036990, 'n': 21, 'trace_an': 0}
  • id: 30969802
    {'hecke_orbit_code': 9007611840036990, 'n': 22, 'trace_an': -871784704}
  • id: 30969803
    {'hecke_orbit_code': 9007611840036990, 'n': 23, 'trace_an': 31680429991}
  • id: 30969804
    {'hecke_orbit_code': 9007611840036990, 'n': 24, 'trace_an': 0}
  • id: 30969805
    {'hecke_orbit_code': 9007611840036990, 'n': 25, 'trace_an': 39012502244}
  • id: 30969806
    {'hecke_orbit_code': 9007611840036990, 'n': 26, 'trace_an': -23642129664}
  • id: 30969807
    {'hecke_orbit_code': 9007611840036990, 'n': 27, 'trace_an': 0}
  • id: 30969808
    {'hecke_orbit_code': 9007611840036990, 'n': 28, 'trace_an': 13761560576}
  • id: 30969809
    {'hecke_orbit_code': 9007611840036990, 'n': 29, 'trace_an': -294935242276}
  • id: 30969810
    {'hecke_orbit_code': 9007611840036990, 'n': 30, 'trace_an': 0}
  • id: 30969811
    {'hecke_orbit_code': 9007611840036990, 'n': 31, 'trace_an': 30201804075}
  • id: 30969812
    {'hecke_orbit_code': 9007611840036990, 'n': 32, 'trace_an': -171798691840}
  • id: 30969813
    {'hecke_orbit_code': 9007611840036990, 'n': 33, 'trace_an': 0}
  • id: 30969814
    {'hecke_orbit_code': 9007611840036990, 'n': 34, 'trace_an': -819638601472}
  • id: 30969815
    {'hecke_orbit_code': 9007611840036990, 'n': 35, 'trace_an': 1540311474205}
  • id: 30969816
    {'hecke_orbit_code': 9007611840036990, 'n': 36, 'trace_an': 0}
  • id: 30969817
    {'hecke_orbit_code': 9007611840036990, 'n': 37, 'trace_an': 1369689837461}
  • id: 30969818
    {'hecke_orbit_code': 9007611840036990, 'n': 38, 'trace_an': -136121145728}
  • id: 30969819
    {'hecke_orbit_code': 9007611840036990, 'n': 39, 'trace_an': 0}
  • id: 30969820
    {'hecke_orbit_code': 9007611840036990, 'n': 40, 'trace_an': -23003660288}
  • id: 30969821
    {'hecke_orbit_code': 9007611840036990, 'n': 41, 'trace_an': -3634838274156}
  • id: 30969822
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