Newform data - 4.14.a.a

Formats: - HTML - YAML - JSON - 2024-05-06T08:34:11.170828

• 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': 784, 'analytic_conductor': 4.289237158076508, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [4, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 234881028, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '4.14.a.a', 'level': 4, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '4.14.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+468q^{3}+56214q^{5}+333032q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4.14.a', 'trace_display': [0, 468, 56214, 333032], 'trace_hash': 1044447838377267215, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.971', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.073', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.918', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.312', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.785', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 468, 0, 56214, 0, 333032, 0, -1375299, 0, -6397380, 0, 15199742, 0, 26308152, 0, 43114194, 0, -365115484, 0, 155858976, 0, -57226824, 0, 1939310671, 0, -1389783096, 0, -46418994, 0, -5682185824, 0, -2993973840, 0, 18721060848, 0, -1887185098, 0, 7113479256, 0, -7336802934, 0, -26886674980, 0, -77311057986, 0, 101839834224, 0, 14021302617, 0, 20177442792, 0, 278731884294, 0, -359622319320, 0, -170874046512, 0, 59573945772, 0, -27484470418, 0, -458018576568, 0, 854438296788, 0, 784410054932, 0, -26782153632, 0, -360365227992, 0, -1592635413718, 0, 907597394028, 0, -2130532256160, 0, -23161184752, 0, 1542252338649, 0, 2050158110436, 0, 2423621301516, 0, -21724089192, 0, -3485391237126, 0, 5062000477744, 0, -2659262965632, 0, -20524601817576, 0, 6706667416802, 0, 8798310316620, 0, 10653736099446, 0, -10924465533496, 0, 8761456476864, 0, 12587565522204, 0, -436641848098, 0, -883202625864, 0, -31831198952526, 0, -3216948684336, 0, -20904189972858, 0, 14358406256208, 0, 6403758720469, 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

  
  {'an': [[1], [0], [468], [0], [56214], [0], [333032], [0], [-1375299], [0], [-6397380], [0], [15199742], [0], [26308152], [0], [43114194], [0], [-365115484], [0], [155858976], [0], [-57226824], [0], [1939310671], [0], [-1389783096], [0], [-46418994], [0], [-5682185824], [0], [-2993973840], [0], [18721060848], [0], [-1887185098], [0], [7113479256], [0], [-7336802934], [0], [-26886674980], [0], [-77311057986], [0], [101839834224], [0], [14021302617], [0], [20177442792], [0], [278731884294], [0], [-359622319320], [0], [-170874046512], [0], [59573945772], [0], [-27484470418], [0], [-458018576568], [0], [854438296788], [0], [784410054932], [0], [-26782153632], [0], [-360365227992], [0], [-1592635413718], [0], [907597394028], [0], [-2130532256160], [0], [-23161184752], [0], [1542252338649], [0], [2050158110436], [0], [2423621301516], [0], [-21724089192], [0], [-3485391237126], [0], [5062000477744], [0], [-2659262965632], [0], [-20524601817576], [0], [6706667416802], [0], [8798310316620], [0]], 'ap': [[0], [468], [56214], [333032], [-6397380], [15199742], [43114194], [-365115484], [-57226824], [-46418994], [-5682185824], [-1887185098], [-7336802934], [-26886674980], [101839834224], [278731884294], [59573945772], [-27484470418], [784410054932], [-360365227992], [-1592635413718], [-23161184752], [2050158110436], [-3485391237126], [6706667416802], [10653736099446], [-10924465533496], [12587565522204], [-436641848098], [-31831198952526], [39407680341632], [73744029229140], [85410026296938], [-79782728036164], [189340621038054], [283931821277240], [27493181043278], [-374651855577100], [126476544252168], [-362732128582626], [-317214254387772], [455668962760070], [-966029530347072], [-182063056758334], [862598124343638], [324819447518888], [-703122653862556], [1508649743016800], [2503060674367284], [-1221116802675466], [3537908036396874], [-3112798054881744], [-4570914891142606], [-1663317001905300], [-3740522836521726], [2506157776421352], [-81129982670082], [-2291408802506800], [998960307482726], [-11758003102314054], [3812373638412044], [18983079522948150], [15202097546210372], [19648629162159192], [-19994252842377382], [-24456461290397586], [-33992443483613572], [-2887183035494638], [33601121683234380], [-19052688341090290], [-68547375932093982], [-11515414775891256], [-943078961967952], [27434453204114246], [65132658943109612], [-87834445767126144], [-40928249341090026], [25377606630246782], [-81198461546163630], [156903059661641786], [-19165867577647884], [22062861443818166], [-136346835968196624], [-43494919999192078], [-208497563333221672], [249282611233714476], [145109873387955906], [-198127166900027734], [-230381995342550850], [364296360673153424], [-21717482203717020], [-198718990347079584], [471597862471979336], [-114636339459987300], [12879360668887556], [-272812154344161768], [408824236278402606], [-468975502839432726], [612358729613548604], [468270288292416974], [1116108302757722996], [-278972996588388450], [-497446108616742588], [1156535003004963930], [88014962752765868], [-154048129795441342], [1461113904643961724], [1323717200623180818], [-1543250474746700040], [266564324178438650], [-1032813282165950752], [-451541280745588618], [-1868698635269928246], [-1237237618430421220], [602949442486809752], [2687833301629079682], [-1922605140695672236], [1548294892937413992], [-2118678527719586178], [-1713757470500782044], [-339226139764007962], [19960663323281954], [-3267444788377428042], [980130018496892508], [-2721452079908411452], [587143117623057390], [-3678038066296362154], [-2246089731903594864], [6280820086726448504], [5840677960868928398], [-6402491090486212300], [6617169652386922056], [1097599476209942576], [-8916992483146692922], [-8551667918713393638], [-3404202799496751358], [4271867214173115030], [-2010200967685144924], [-1681311643363833138], [8897418238258646154], [7391518821461146844], [4725754002670149126], [2480898418352227928], [-10202605667477005140], [-7916032028703180178], [-13707611597228931288], [9046006856817082790], [5969414824479999738], [10355010557739735116], [-3959227035493399584], [4384031090314337246], [-4000583698570364238], [-9474501965671045756], [-12210143957657149032], [3273050939281057724], [25069385557117868112], [5265471710300882744], [1827193373979186978], [37261453685003018], [40875511169879907102], [-25048939926347127612], [28898055405610176474], [39569284620897394088], [15385483855769992956], [-20046487543543693422], [-5840067887528590728], [32168704058142394976], [2941734610476942326]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 234881028, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '4.14.a.a', 'level': 4, 'maxp': 997, 'weight': 14}
• 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]], 1, 1]], 'ALdims': [0, 1], 'Nk2': 784, 'analytic_conductor': 4.289237158076508, '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': [4, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 5, 'dim': 1, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 234881028, 'hecke_orbit_dims': [1], 'label': '4.14.a', 'level': 4, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 8, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 7, 'trace_bound': 0, 'trace_display': [0, 468, 56214, 333032], 'traces': [1, 0, 468, 0, 56214, 0, 333032, 0, -1375299, 0, -6397380, 0, 15199742, 0, 26308152, 0, 43114194, 0, -365115484, 0, 155858976, 0, -57226824, 0, 1939310671, 0, -1389783096, 0, -46418994, 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24559121542238952480, 0, 5265471710300882744, 0, 7114581651626454096, 0, -5477458491249578064, 0, -3659838198703580758, 0, 15024406523751515304, 0, 1827193373979186978, 0, -5119394691316421628, 0, 9195558447890501856, 0, -15504826441892428080, 0, 37261453685003018, 0, -9357310330232614776, 0, 40875511169879907102, 0, 419861930226701616, 0, -26018213905737825408, 0, -25048939926347127612, 0, -24207647388576860756, 0, -11445623883906070248, 0, 28898055405610176474, 0, -54304384018930305408, 0, 138977253715116960, 0, 28444271877721856016, 0, 7869689441021516385, 0, -17311666275121638996, 0, -10234492672612987476, 0, 39569284620897394088, 0, -7367096790883391328, 0, 15385483855769992956, 0, -26570201483339769248, 0, 13795246229097940776, 0, -20046487543543693422, 0, 22297372192565129880, 0, 600513097047331302, 0, -5840067887528590728, 0, 48490090961853266532, 0, 15872652278162394624, 0, 1538639017025663520, 0, 32168704058142394976, 0, -15908463550331151696, 0, 18259400422826770032, 0, 2941734610476942326, 0, 2622777948223503408, 0], 'weight': 14, '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: 1513
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.14.a.a', 'target_level': 4, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 1514
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '16.14.a.b', 'target_level': 16, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 1515
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '36.14.a.a', 'target_level': 36, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 1516
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '64.14.a.c', 'target_level': 64, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 1517
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.14.a.g', 'target_level': 64, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 14}
  • id: 1518
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '100.14.a.a', 'target_level': 100, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 1519
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '100.14.c.a', 'target_level': 100, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 1520
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '144.14.a.a', 'target_level': 144, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 1521
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '196.14.a.a', 'target_level': 196, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 1522
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '196.14.e.a', 'target_level': 196, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 1523
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '4.14.a.a', 'source_level': 4, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '196.14.e.b', 'target_level': 196, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 15200
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 2}
  • id: 15201
    {'charpoly_factorization': [[[-468, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 3}
  • id: 15202
    {'charpoly_factorization': [[[-56214, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 5}
  • id: 15203
    {'charpoly_factorization': [[[-333032, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 7}
  • id: 15204
    {'charpoly_factorization': [[[6397380, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 11}
  • id: 15205
    {'charpoly_factorization': [[[-15199742, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 13}
  • id: 15206
    {'charpoly_factorization': [[[-43114194, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 17}
  • id: 15207
    {'charpoly_factorization': [[[365115484, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 19}
  • id: 15208
    {'charpoly_factorization': [[[57226824, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 23}
  • id: 15209
    {'charpoly_factorization': [[[46418994, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 29}
  • id: 15210
    {'charpoly_factorization': [[[5682185824, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 31}
  • id: 15211
    {'charpoly_factorization': [[[1887185098, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 37}
  • id: 15212
    {'charpoly_factorization': [[[7336802934, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 41}
  • id: 15213
    {'charpoly_factorization': [[[26886674980, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 43}
  • id: 15214
    {'charpoly_factorization': [[[-101839834224, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 47}
  • id: 15215
    {'charpoly_factorization': [[[-278731884294, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 53}
  • id: 15216
    {'charpoly_factorization': [[[-59573945772, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 59}
  • id: 15217
    {'charpoly_factorization': [[[27484470418, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 61}
  • id: 15218
    {'charpoly_factorization': [[[-784410054932, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 67}
  • id: 15219
    {'charpoly_factorization': [[[360365227992, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 71}
  • id: 15220
    {'charpoly_factorization': [[[1592635413718, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 73}
  • id: 15221
    {'charpoly_factorization': [[[23161184752, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 79}
  • id: 15222
    {'charpoly_factorization': [[[-2050158110436, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 83}
  • id: 15223
    {'charpoly_factorization': [[[3485391237126, 1], 1]], 'hecke_orbit_code': 234881028, 'p': 89}
  • id: 15224
    {'charpoly_factorization': [[[-6706667416802, 1], 1]], 'hecke_orbit_code': 234881028, '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': 1, 'label': '4.14.a.a', 'level': 4, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 14886000
    {'hecke_orbit_code': 234881028, 'n': 1, 'trace_an': 1}
  • id: 14886001
    {'hecke_orbit_code': 234881028, 'n': 2, 'trace_an': 0}
  • id: 14886002
    {'hecke_orbit_code': 234881028, 'n': 3, 'trace_an': 468}
  • id: 14886003
    {'hecke_orbit_code': 234881028, 'n': 4, 'trace_an': 0}
  • id: 14886004
    {'hecke_orbit_code': 234881028, 'n': 5, 'trace_an': 56214}
  • id: 14886005
    {'hecke_orbit_code': 234881028, 'n': 6, 'trace_an': 0}
  • id: 14886006
    {'hecke_orbit_code': 234881028, 'n': 7, 'trace_an': 333032}
  • id: 14886007
    {'hecke_orbit_code': 234881028, 'n': 8, 'trace_an': 0}
  • id: 14886008
    {'hecke_orbit_code': 234881028, 'n': 9, 'trace_an': -1375299}
  • id: 14886009
    {'hecke_orbit_code': 234881028, 'n': 10, 'trace_an': 0}
  • id: 14886010
    {'hecke_orbit_code': 234881028, 'n': 11, 'trace_an': -6397380}
  • id: 14886011
    {'hecke_orbit_code': 234881028, 'n': 12, 'trace_an': 0}
  • id: 14886012
    {'hecke_orbit_code': 234881028, 'n': 13, 'trace_an': 15199742}
  • id: 14886013
    {'hecke_orbit_code': 234881028, 'n': 14, 'trace_an': 0}
  • id: 14886014
    {'hecke_orbit_code': 234881028, 'n': 15, 'trace_an': 26308152}
  • id: 14886015
    {'hecke_orbit_code': 234881028, 'n': 16, 'trace_an': 0}
  • id: 14886016
    {'hecke_orbit_code': 234881028, 'n': 17, 'trace_an': 43114194}
  • id: 14886017
    {'hecke_orbit_code': 234881028, 'n': 18, 'trace_an': 0}
  • id: 14886018
    {'hecke_orbit_code': 234881028, 'n': 19, 'trace_an': -365115484}
  • id: 14886019
    {'hecke_orbit_code': 234881028, 'n': 20, 'trace_an': 0}
  • id: 14886020
    {'hecke_orbit_code': 234881028, 'n': 21, 'trace_an': 155858976}
  • id: 14886021
    {'hecke_orbit_code': 234881028, 'n': 22, 'trace_an': 0}
  • id: 14886022
    {'hecke_orbit_code': 234881028, 'n': 23, 'trace_an': -57226824}
  • id: 14886023
    {'hecke_orbit_code': 234881028, 'n': 24, 'trace_an': 0}
  • id: 14886024
    {'hecke_orbit_code': 234881028, 'n': 25, 'trace_an': 1939310671}
  • id: 14886025
    {'hecke_orbit_code': 234881028, 'n': 26, 'trace_an': 0}
  • id: 14886026
    {'hecke_orbit_code': 234881028, 'n': 27, 'trace_an': -1389783096}
  • id: 14886027
    {'hecke_orbit_code': 234881028, 'n': 28, 'trace_an': 0}
  • id: 14886028
    {'hecke_orbit_code': 234881028, 'n': 29, 'trace_an': -46418994}
  • id: 14886029
    {'hecke_orbit_code': 234881028, 'n': 30, 'trace_an': 0}
  • id: 14886030
    {'hecke_orbit_code': 234881028, 'n': 31, 'trace_an': -5682185824}
  • id: 14886031
    {'hecke_orbit_code': 234881028, 'n': 32, 'trace_an': 0}
  • id: 14886032
    {'hecke_orbit_code': 234881028, 'n': 33, 'trace_an': -2993973840}
  • id: 14886033
    {'hecke_orbit_code': 234881028, 'n': 34, 'trace_an': 0}
  • id: 14886034
    {'hecke_orbit_code': 234881028, 'n': 35, 'trace_an': 18721060848}
  • id: 14886035
    {'hecke_orbit_code': 234881028, 'n': 36, 'trace_an': 0}
  • id: 14886036
    {'hecke_orbit_code': 234881028, 'n': 37, 'trace_an': -1887185098}
  • id: 14886037
    {'hecke_orbit_code': 234881028, 'n': 38, 'trace_an': 0}
  • id: 14886038
    {'hecke_orbit_code': 234881028, 'n': 39, 'trace_an': 7113479256}
  • id: 14886039
    {'hecke_orbit_code': 234881028, 'n': 40, 'trace_an': 0}
  • id: 14886040
    {'hecke_orbit_code': 234881028, 'n': 41, 'trace_an': -7336802934}
  • id: 14886041
    {'hecke_orbit_code': 234881028, 'n': 42, 'trace_an': 0}
  • id: 14886042
    {'hecke_orbit_code': 234881028, 'n': 43, 'trace_an': -26886674980}
  • id: 14886043
    {'hecke_orbit_code': 234881028, 'n': 44, 'trace_an': 0}
  • id: 14886044
    {'hecke_orbit_code': 234881028, 'n': 45, 'trace_an': -77311057986}
  • id: 14886045
    {'hecke_orbit_code': 234881028, 'n': 46, 'trace_an': 0}
  • id: 14886046
    {'hecke_orbit_code': 234881028, 'n': 47, 'trace_an': 101839834224}
  • id: 14886047
    {'hecke_orbit_code': 234881028, 'n': 48, 'trace_an': 0}
  • id: 14886048
    {'hecke_orbit_code': 234881028, 'n': 49, 'trace_an': 14021302617}
  • id: 14886049
    {'hecke_orbit_code': 234881028, 'n': 50, 'trace_an': 0}
  • id: 14886050
    {'hecke_orbit_code': 234881028, 'n': 51, 'trace_an': 20177442792}
  • id: 14886051
    {'hecke_orbit_code': 234881028, 'n': 52, 'trace_an': 0}
  • id: 14886052
    {'hecke_orbit_code': 234881028, 'n': 53, 'trace_an': 278731884294}
  • id: 14886053
    {'hecke_orbit_code': 234881028, 'n': 54, 'trace_an': 0}
  • id: 14886054
    {'hecke_orbit_code': 234881028, 'n': 55, 'trace_an': -359622319320}
  • id: 14886055
    {'hecke_orbit_code': 234881028, 'n': 56, 'trace_an': 0}
  • id: 14886056
    {'hecke_orbit_code': 234881028, 'n': 57, 'trace_an': -170874046512}
  • id: 14886057
    {'hecke_orbit_code': 234881028, 'n': 58, 'trace_an': 0}
  • id: 14886058
    {'hecke_orbit_code': 234881028, 'n': 59, 'trace_an': 59573945772}
  • id: 14886059
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