Newform data - 384.8.a.l

Formats: - HTML - YAML - JSON - 2024-04-20T02:18:51.940164

• 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': 24576, 'analytic_conductor': 119.95584978590276, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [384, 1, [127, 133, 257], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 4342456, 'field_disc_factorization': [[2, 3], [149, 1], [3643, 1]], 'field_poly': [-1680, -286, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [23304000, -85520, -308, 1]], [7, [765563000, -1837620, -6, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596035293568, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 768, 'hecke_ring_index_factorization': [[2, 8], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '384.8.a.l', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '384.8.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{3}q^{3}+(103+\\beta _{1})q^{5}+(2+\\beta _{2})q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '384.8.a', 'trace_display': [0, 81, 308, 6], 'trace_hash': 655548800019863070, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.928', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.189', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.420', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.611', 'prec': 17}, {'__RealLiteral__': 0, 'data': '245.799', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, 81, 0, 308, 0, 6, 0, 2187, 0, 1468, 0, 3070, 0, 8316, 0, -5126, 0, 14168, 0, 162, 0, 59980, 0, 31529, 0, 59049, 0, 71984, 0, 177470, 0, 39636, 0, -84760, 0, -184014, 0, 82890, 0, 657250, 0, -120544, 0, 224532, 0, 665132, 0, 1204647, 0, -138402, 0, -111888, 0, 1854224, 0, 382536, 0, -1033308, 0, 3584306, 0, 4374, 0, 1230472, 0, -2344900, 0, 1619460, 0, 6311524, 0, -2112174, 0, 851283, 0, 6670456, 0, 2018830, 0, 1594323, 0, -7430484, 0, 9821848, 0, 1943568, 0, -13300410, 0, 10605052, 0, 4791690, 0, 303008, 0, 2960414, 0, 1070172, 0, 4952240, 0, 6664482, 0, -2288520, 0, 15228764, 0, 5913734, 0, -4968378, 0, -21340122, 0, 8123600, 0, 2238030, 0, 54525172, 0, -30780057, 0, 17745750, 0, -9798408, 0, -8589910, 0, -3254688, 0, 36532020, 0, 29601200, 0, 6062364, 0, -66004598, 0, 131313124, 0, 17958564, 0, 30022360, 0, -82510656, 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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[-1148733404878, -2958095074, -34911476], [-688257151072, -2860994850, 873504102], [-314084576569, 1622823717, -825126950], [1052559725296, -1610934824, -487969440], [754289274578, -2204852936, -819502115], [-100507456464, 3106986270, -44731512], [-784254824712, -1450887060, -671365734], [278698549843, 2019542101, 1308943064], [-182482509055, -2692429159, 153882557], [-1381724099592, -2064537696, 28857460], [80216314632, 759547044, 264871218], [30295419364, -5903981254, 899279938], [-528560929913, 3424216181, 805206010], [752689267640, 3623638476, -766096598], [-279817349402, -2827156740, -719512160], [-150035617402, -4574787654, -122905924], [51843988672, -4918801740, -1547961074]], 'char_orbit_index': 1, 'field_poly': [-1680, -286, 0, 1], 'hecke_orbit_code': 49539596035293568, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 96, 16], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 3, 1], [3053, 7, 1]], 'hecke_ring_numerators': [[1, 0, 0], [-763, -24, 4], [2288, 168, -12]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '384.8.a.l', 'level': 384, 'maxp': 2999, 'weight': 8}
• 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

  
  {'AL_dims': [[[[2, -1], [3, -1]], 15, 4], [[[2, 1], [3, -1]], 13, 6], [[[2, -1], [3, 1]], 13, 5], [[[2, 1], [3, 1]], 15, 5]], 'ALdims': [15, 13, 13, 15], 'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [384, 1, [127, 133, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 432, 'dim': 56, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 134218112, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4], 'label': '384.8.a', 'level': 384, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 464, 'mf_new_dim': 56, 'num_forms': 20, 'plus_dim': 30, 'prim_orbit_index': 1, 'relative_dim': 56, 'sturm_bound': 512, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 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7770099415936, 0, 0, 0, 0, 0, 0, 0, 4056778740960, 0, 0, 0, 0, 0, 0, 0, 2659507220272, 0, 0, 0, 0, 0, 0, 0, 13854928320384, 0, 0, 0, 0, 0, 0, 0, -458026057728, 0, 0, 0, 0, 0, 0, 0, 5338739545968, 0, 0, 0, 0, 0, 0, 0, -7672054866880, 0, 0, 0, 0, 0, 0, 0, -6661593371232, 0, 0, 0, 0, 0, 0, 0, -7041046347536, 0, 0, 0, 0, 0, 0, 0, -6553016443288, 0, 0, 0, 0, 0, 0, 0, 1131960185424, 0, 0, 0, 0, 0, 0, 0, 11029606459280, 0, 0, 0, 0, 0, 0, 0, -5887165438128, 0, 0, 0, 0, 0, 0, 0, 4161142913184, 0, 0, 0, 0, 0, 0, 0, -16522894848896, 0, 0, 0, 0, 0, 0, 0, -7211865222320, 0, 0, 0, 0, 0, 0, 0, 5091350739840, 0, 0, 0, 0, 0, 0, 0, -9166688147568, 0, 0, 0, 0, 0, 0, 0, 1454211163008, 0, 0, 0, 0, 0, 0, 0, -1112856664608, 0, 0, 0, 0, 0, 0, 0, -2935836951312, 0, 0, 0, 0, 0, 0, 0, -18710591840640, 0, 0, 0, 0, 0, 0, 0, -2120178032640, 0, 0, 0, 0, 0, 0, 0, -4495946179776, 0, 0, 0, 0, 0, 0, 0, 4169945437632, 0, 0, 0, 0, 0, 0, 0, 4007399415552, 0, 0, 0, 0, 0, 0, 0, 14095303636224, 0, 0, 0, 0, 0, 0, 0, -7367550169392, 0, 0, 0, 0, 0, 0, 0, -3466359354816, 0, 0, 0, 0, 0, 0, 0, 10436200234032, 0, 0, 0, 0, 0, 0, 0, -7639381491104, 0, 0, 0, 0, 0, 0, 0, -5125113787104, 0, 0, 0, 0, 0, 0, 0, 12450442036640, 0, 0, 0, 0, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 286933
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '384.8.a.l', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '384.8.a.i', 'target_level': 384, 'twist_class_label': '384.8.a.i', 'twist_class_level': 384, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 286934
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '384.8.a.l', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '384.8.a.j', 'target_level': 384, 'twist_class_label': '384.8.a.i', 'twist_class_level': 384, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 286935
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '384.8.a.l', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 11, 'target_is_minimal': True, 'target_label': '384.8.a.k', 'target_level': 384, 'twist_class_label': '384.8.a.i', 'twist_class_level': 384, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 286936
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': True, 'source_label': '384.8.a.l', 'source_level': 384, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 12, 'target_is_minimal': True, 'target_label': '384.8.a.l', 'target_level': 384, 'twist_class_label': '384.8.a.i', 'twist_class_level': 384, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 808400
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 49539596035293568, 'p': 2}
  • id: 808401
    {'charpoly_factorization': [[[-27, 1], 3]], 'hecke_orbit_code': 49539596035293568, 'p': 3}
  • id: 808402
    {'charpoly_factorization': [[[23304000, -85520, -308, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 5}
  • id: 808403
    {'charpoly_factorization': [[[765563000, -1837620, -6, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 7}
  • id: 808404
    {'charpoly_factorization': [[[-12568576832, -12763216, -1468, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 11}
  • id: 808405
    {'charpoly_factorization': [[[8296093848, -15044948, -3070, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 13}
  • id: 808406
    {'charpoly_factorization': [[[-7729742082552, -686227700, 5126, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 17}
  • id: 808407
    {'charpoly_factorization': [[[907808232960, -52532288, -14168, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 19}
  • id: 808408
    {'charpoly_factorization': [[[6681673416640, -915365584, -59980, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 23}
  • id: 808409
    {'charpoly_factorization': [[[-329426101684224, -15528861504, -71984, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 29}
  • id: 808410
    {'charpoly_factorization': [[[3049198082766360, -36447228564, -177470, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 31}
  • id: 808411
    {'charpoly_factorization': [[[-2754864642141016, -89745704724, 184014, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 37}
  • id: 808412
    {'charpoly_factorization': [[[-9658325630862360, 139562701356, -657250, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 41}
  • id: 808413
    {'charpoly_factorization': [[[6302997426880512, -386878936320, 120544, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 43}
  • id: 808414
    {'charpoly_factorization': [[[3333520976482752, -8232111056, -665132, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 47}
  • id: 808415
    {'charpoly_factorization': [[[1391166993615575040, -2483723306304, 111888, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 53}
  • id: 808416
    {'charpoly_factorization': [[[1492418405505843520, -4188242426448, 1033308, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 59}
  • id: 808417
    {'charpoly_factorization': [[[-374343308312562520, 3422662822124, -3584306, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 61}
  • id: 808418
    {'charpoly_factorization': [[[-2002877079402078016, -1895469861712, 2344900, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 67}
  • id: 808419
    {'charpoly_factorization': [[[10056960339580641600, 5531960518320, -6311524, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 71}
  • id: 808420
    {'charpoly_factorization': [[[27631710570499668520, -22943585973396, 2112174, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 73}
  • id: 808421
    {'charpoly_factorization': [[[139498734265347101400, -49378351791956, -2018830, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 79}
  • id: 808422
    {'charpoly_factorization': [[[-104472519270504699456, -20853548838864, 7430484, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 83}
  • id: 808423
    {'charpoly_factorization': [[[-768907763566256786696, -47795893657332, 13300410, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 89}
  • id: 808424
    {'charpoly_factorization': [[[220289437474605315096, -58790435861204, -2960414, 1], 1]], 'hecke_orbit_code': 49539596035293568, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 12, 'label': '384.8.a.l', 'level': 384, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 220019000
    {'hecke_orbit_code': 49539596035293568, 'n': 1, 'trace_an': 3}
  • id: 220019001
    {'hecke_orbit_code': 49539596035293568, 'n': 2, 'trace_an': 0}
  • id: 220019002
    {'hecke_orbit_code': 49539596035293568, 'n': 3, 'trace_an': 81}
  • id: 220019003
    {'hecke_orbit_code': 49539596035293568, 'n': 4, 'trace_an': 0}
  • id: 220019004
    {'hecke_orbit_code': 49539596035293568, 'n': 5, 'trace_an': 308}
  • id: 220019005
    {'hecke_orbit_code': 49539596035293568, 'n': 6, 'trace_an': 0}
  • id: 220019006
    {'hecke_orbit_code': 49539596035293568, 'n': 7, 'trace_an': 6}
  • id: 220019007
    {'hecke_orbit_code': 49539596035293568, 'n': 8, 'trace_an': 0}
  • id: 220019008
    {'hecke_orbit_code': 49539596035293568, 'n': 9, 'trace_an': 2187}
  • id: 220019009
    {'hecke_orbit_code': 49539596035293568, 'n': 10, 'trace_an': 0}
  • id: 220019010
    {'hecke_orbit_code': 49539596035293568, 'n': 11, 'trace_an': 1468}
  • id: 220019011
    {'hecke_orbit_code': 49539596035293568, 'n': 12, 'trace_an': 0}
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