Embedded newform data - 76.11.c.b.37.9

Formats: - HTML - YAML - JSON - 2024-05-29T11:53:50.829858

• 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': 9196, 'analytic_conductor': 48.28715120320303, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [76, 2, [39, 21], [2, 1]], 'cm_discs': [], 'conrey_index': 37, 'dim': 14, 'field_disc': -253334795297681393773498864253366287323093047806198680874550304375747154319902245608809329485041231627633407173235919451136000000, 'field_disc_factorization': [[-1, 1], [2, 16], [3, 4], [5, 6], [7, 2], [17, 4], [19, 2], [293, 2], [443, 2], [1873, 1], [3556476197, 1], [4494370369118887, 2], [954962688155432882064362753, 2]], 'field_poly': [1060823187210043470011170317926400, 0, 379176566191191014686305546240, 0, 31381033749119511427838016, 0, 1043743496089962538800, 0, 17017320063766869, 0, 143853611883, 0, 604871, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [1060823187210043470011170317926400, 0, 379176566191191014686305546240, 0, 31381033749119511427838016, 0, 1043743496089962538800, 0, 17017320063766869, 0, 143853611883, 0, 604871, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737250873420, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 125241246351360, 'hecke_ring_index_factorization': [[2, 35], [3, 6], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '76.11.c.b', 'level': 76, '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, 19], 'level_radical': 38, 'minimal_twist': '76.11.c.b', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{3}+(362+\\beta _{2})q^{5}+(-2830+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '10.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '76.11.c', 'trace_display': [0, 0, 5062, -39624], 'trace_hash': 1700055706549792103, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.706', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '654.853', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '58537.661', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.514', 'prec': 17}, 'traces': [14, 0, 0, 0, 5062, 0, -39624, 0, -383056, 0, 59746, 0, 0, 0, 0, 0, -1287896, 0, 4622604, 0, 0, 0, -11539958, 0, -417808, 0, 0, 0, 0, 0, 0, 0, 0, 0, -77028922, 0, 0, 0, 14606790, 0, 0, 0, 71330230, 0, -169810130, 0, -394833110, 0, -265204650, 0, 0, 0, 0, 0, -612557042, 0, 319590486, 0, 0, 0, -1396847538, 0, -3080375402, 0, 0, 0, 0, 0, 0, 0, 0, 0, -7242583772, 0, 0, 0, -922511302, 0, 0, 0, -9163778710, 0, -9328943264, 0, -13063772714, 0, 11593996398, 0, 0, 0, 0, 0, 16259309364, 0, 11710957630, 0, 0, 0, -20299698578, 0, 21364784260, 0, 0, 0, 0, 0, 0, 0, 0, 0, -25235469492, 0, 0, 0, 44242290148, 0, 0, 0, -85710330172, 0, -27400306504, 0, -118725257460, 0, 196104156302, 0, 0, 0, 0, 0, 191145980398, 0, 142828206706, 0, 0, 0, -6519246356, 0, 229649494458, 0, 0, 0, 0, 0, 0, 0, 0, 0, -369162204734, 0, 0, 0, 299734178758, 0, 0, 0, -362913371460, 0, -33959769918, 0, -555212803726, 0, 812093327580, 0, 0, 0, 0, 0, 27118691456, 0, 415754994560, 0, 0, 0, -266657318782, 0, 252880224150, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1004824773350, 0, 0, 0, -136372216196, 0, 0, 0, -325071146424, 0, -1067936973092, 0, -454997370248, 0, 220835345418, 0, 0, 0, 0, 0, -477075782984, 0, 66724016854, 0, 0, 0, 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0, 0, 0, 154246134666200, 0, 0, 0, -81615024037788, 0, 0, 0, 119784169607724, 0, -46942904891604, 0, -48281952645794, 0, 64267210959684, 0, 0, 0, 0, 0, 13705346974222, 0, -38028524820534, 0, 0, 0, 55298649158832, 0, 15753976290358, 0, 0, 0, 0, 0, 0, 0, 0, 0, -109696586455076, 0, 0, 0, -585529892041028, 0, 0, 0, 357099501300498, 0, 34110023523216, 0, 6307976286204, 0, -196125304135012, 0, 0, 0, 0, 0, -352525568639474, 0, -220941630116868, 0, 0, 0, -126550635626780, 0, -2216187939406, 0, 0, 0, 0, 0, 0, 0, 0, 0, 328496274939060, 0, 0, 0, -205148003077566, 0, 0, 0, 369789807541998, 0, 123070785845232, 0, 229454951455834, 0, 352476961661760, 0, 0, 0, 0, 0, 95307401817402, 0, -190804224170604, 0, 0, 0, 23464199163426, 0, -217065888101070, 0, 0, 0, 0, 0, 0, 0, 0, 0, -137257526386694, 0, 0, 0, -381336418966664, 0, 0, 0, 772976503951404, 0, 787053886950730, 0, -95105275826258, 0, -56228712810650, 0, 0, 0, 0, 0, 43080689626026, 0, -178453311361330, 0, 0, 0, -787544301420192, 0, 251671130663390, 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0, 0, 0, -2641441164435158, 0, 140290019110608, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1204333030959012, 0, 0, 0, -3457997822647068, 0, 0, 0, 2054043926006192, 0, 3243693670454112, 0, -1434053622405554, 0, 2220579262211834, 0, 0, 0, 0, 0, 910160458468768, 0, -2392588911518210, 0, 0, 0, -1441044111478242, 0, -257557989413868, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1078255019001330, 0, 0, 0, -2164381470571142, 0, 0, 0, 5967977321408898, 0, 2787794808680002, 0, -673653424192290, 0, 4064019492813576, 0, 0, 0, 0, 0, 1866528619556266, 0, -1292910467154650, 0, 0, 0, -5020515118572726, 0, 161666226742284, 0, 0, 0, 0, 0, 0, 0, 0, 0, 657957230228512, 0, 0, 0, -6591016575523460, 0, 0, 0, 8189730124620398, 0, 4451890697961282, 0, -2590908869392356, 0, 2515521209568828, 0, 0, 0, 0, 0, -2266868174419094, 0, -2945019933605586, 0, 0, 0, -2196734270278646, 0, 2372432874537700, 0, 0, 0, 0, 0, 0, 0, 0, 0, 276983213130448, 0, 0, 0, -9047876362039050, 0, 0, 0, 7908273080340646, 0, 8654476643487108, 0, -1255646054488000, 0, 3092053767144758, 0, 0, 0, 0, 0, 2713790543411988, 0, -5475011673056934, 0, 0, 0, -2408774689620382, 0, -950733816081654, 0, 0, 0, 0, 0, 0, 0, 0, 0, -522632412738404, 0, 0, 0, -11643865942027948, 0, 0, 0, 13556383836539214, 0, 6103138940993366, 0, -2833423358655390, 0, 6226653011101980, 0], 'weight': 11, 'weight_parity': -1}
• 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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.0, 0.5865918945768447], [0.0, 0.0], [1.1758223487954402, 0.0], [0.0, 0.0], [-0.7999155797353307, 0.0], [0.0, 0.0], [0.6559099492167478, 0.0], [0.0, 0.0], [-0.6251051861089907, 0.0], [0.0, 0.0], [0.0, -1.6712140377380125], [0.0, 0.0], [0.0, 0.6897278592657128], [0.0, 0.0], [0.49164817554008705, 0.0], [0.0, 0.0], [-0.27552661656256955, -0.9612934430056115], [0.0, 0.0], [0.0, -0.4692239954184827], [0.0, 0.0], [-1.634959935368564, 0.0], [0.0, 0.0], [0.3825581959268258, 0.0], [0.0, 0.0], [0.0, 0.9713433543596989], [0.0, 0.0], [0.0, 0.1588484945695817], [0.0, 0.0], [0.0, 0.7354589508468792], [0.0, 0.0], [0.0, -0.36668163542948395], [0.0, 0.0], [-0.9405586158024627, 0.0], [0.0, 0.0], [0.0, -1.1491999741743029], [0.0, 0.0], [0.9803206086401592, 0.0], [0.0, 0.0], [0.0, -1.949882326745635], [0.0, 0.0], [1.5503002076661347, 0.0], [0.0, 0.0], [0.7712335770863343, 0.0], [0.0, 0.0], [-0.6443730718101623, 0.0], [0.0, 0.0], [-0.36013506529668987, 0.0], [0.0, 0.0], [0.0, 0.2883968347553088], [0.0, 0.0], [0.0, 0.027194588707739022], [0.0, 0.0], [-0.7350126481748841, 0.0], [0.0, 0.0], [0.5638869419769598, -0.16162168001578553], [0.0, 0.0], [0.0, -0.6708757474437839], [0.0, 0.0], [1.3331573155598349, 0.0], [0.0, 0.0], [-0.5246725872818861, 0.0], [0.0, 0.0], [0.0, -1.9650508151930213], [0.0, 0.0], [0.0, -1.3939616545059363], [0.0, 0.0], [0.0, -0.9590542460450815], [0.0, 0.0], [0.0, 0.07083184023227694], [0.0, 0.0], [-0.7684713388086404, 0.0], [0.0, 0.0], [0.0, 0.22440553693461648], [0.0, 0.0], [0.500031377341935, 0.0], [0.0, 0.0], [0.0, -1.8289932266475242], [0.0, 0.0], [0.08612781069826465, 0.0], [0.0, 0.0], [1.0481841079087273, 0.0], [0.0, 0.0], [0.578090912544538, 0.0], [0.0, 0.0], [-0.09317923938025055, 0.0], [0.0, 0.0], [0.0, -1.1021977995279086], [0.0, 0.0], [0.0, 1.336830145859025], [0.0, 0.0], [-0.4314142593607694, 0.0], [0.0, 0.0], [-0.32397035344226116, -1.1303103140365136], [0.0, 0.0], [0.0, 0.8391909737740366], [0.0, 0.0], 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'dual_conrey_index': 37, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 9, 'embedding_m': 9, 'embedding_root_imag': 142.54183038217326, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503737250873420, 'label': '76.11.c.b.37.9', 'level': 76, 'weight': 11}
• 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': 9196, 'analytic_conductor': 48.28715120320303, 'char_conductor': 19, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [76, 2, [39, 21], [2, 1]], 'conrey_index': 37, 'cusp_dim': 97, 'dim': 16, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137623502924, 'hecke_orbit_dims': [2, 14], 'label': '76.11.c', 'level': 76, '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, 19], 'level_radical': 38, 'mf_dim': 103, 'mf_new_dim': 16, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 16, 'sturm_bound': 110, 'trace_bound': 1, 'trace_display': [0, 0, 1111, -7099], 'traces': [16, 0, 0, 0, 1111, 0, -7099, 0, -264958, 0, -143777, 0, 0, 0, 0, 0, -3434471, 0, -329594, 0, 0, 0, -1262258, 0, 23034291, 0, 0, 0, 0, 0, 0, 0, 0, 0, -79633225, 0, 0, 0, 14606790, 0, 0, 0, 283788155, 0, -403112729, 0, 61849015, 0, -193179279, 0, 0, 0, 0, 0, 1603029607, 0, 319590486, 0, 0, 0, 209989439, 0, -1159806677, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4099366147, 0, 0, 0, -1054142977, 0, 0, 0, -2190209908, 0, -5027464364, 0, 4681363939, 0, 11593996398, 0, 0, 0, 0, 0, 16259309364, 0, 21494024779, 0, 0, 0, -32317528205, 0, 1395387256, 0, 0, 0, 0, 0, 0, 0, 0, 0, -25235469492, 0, 0, 0, 23938693798, 0, 0, 0, -96952567891, 0, 34927780371, 0, -118725257460, 0, 49369654379, 0, 0, 0, 0, 0, 114031187971, 0, 62293086731, 0, 0, 0, 22204895869, 0, 155479041935, 0, 0, 0, 0, 0, 0, 0, 0, 0, -374781494357, 0, 0, 0, 172981071583, 0, 0, 0, -302402341360, 0, -33959769918, 0, -388071707476, 0, 378591480080, 0, 0, 0, 0, 0, 302835675154, 0, 123332654858, 0, 0, 0, -128842103904, 0, 252880224150, 0, 0, 0, 0, 0, 0, 0, 0, 0, -90189240725, 0, 0, 0, 342717391777, 0, 0, 0, -325071146424, 0, 16479849808, 0, -521606933875, 0, 220835345418, 0, 0, 0, 0, 0, 129812124316, 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8654476643487108, 0, -1961609680105831, 0, 4731310341106360, 0, 0, 0, 0, 0, 3939508526536088, 0, -5475011673056934, 0, 0, 0, -4538988072920657, 0, -950733816081654, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2664897846377354, 0, 0, 0, -10552076534141698, 0, 0, 0, 13556383836539214, 0, 10742791801661567, 0, -4351927927642765, 0, 6226653011101980, 0], 'weight': 11, '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: 34825924
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 14, 'source_embedding_index': 9, 'source_hecke_orbit_code': 4503737250873420, 'source_is_minimal': True, 'source_label': '76.11.c.b.37.9', 'source_level': 76, 'target_conrey_index': 37, 'target_dim': 14, 'target_embedding_index': 9, 'target_hecke_orbit_code': 4503737250873420, 'target_is_minimal': True, 'target_label': '76.11.c.b.37.9', 'target_level': 76, 'twist_class_label': '76.11.c.b.37.6', 'twist_class_level': 76, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
  • id: 34825925
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 14, 'source_embedding_index': 9, 'source_hecke_orbit_code': 4503737250873420, 'source_is_minimal': True, 'source_label': '76.11.c.b.37.9', 'source_level': 76, 'target_conrey_index': 113, 'target_dim': 14, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13511073944568112, 'target_is_minimal': False, 'target_label': '304.11.e.d.113.6', 'target_level': 304, 'twist_class_label': '76.11.c.b.37.6', 'twist_class_level': 76, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 11}
  • id: 34825926
    {'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 14, 'source_embedding_index': 9, 'source_hecke_orbit_code': 4503737250873420, 'source_is_minimal': True, 'source_label': '76.11.c.b.37.9', 'source_level': 76, 'target_conrey_index': 37, 'target_dim': 14, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503737250873420, 'target_is_minimal': True, 'target_label': '76.11.c.b.37.6', 'target_level': 76, 'twist_class_label': '76.11.c.b.37.6', 'twist_class_level': 76, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 11}
  • id: 34825927
    {'conductor': 76, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 14, 'source_embedding_index': 9, 'source_hecke_orbit_code': 4503737250873420, 'source_is_minimal': True, 'source_label': '76.11.c.b.37.9', 'source_level': 76, 'target_conrey_index': 113, 'target_dim': 14, 'target_embedding_index': 9, 'target_hecke_orbit_code': 13511073944568112, 'target_is_minimal': False, 'target_label': '304.11.e.d.113.9', 'target_level': 304, 'twist_class_label': '76.11.c.b.37.6', 'twist_class_level': 76, 'twisting_char_label': '76.75', 'twisting_conrey_index': 75, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 240275
    {'charpoly_factorization': [[[0, 1], 14]], 'hecke_orbit_code': 4503737250873420, 'p': 2}
  • id: 240276
    {'charpoly_factorization': [[[1060823187210043470011170317926400, 0, 379176566191191014686305546240, 0, 31381033749119511427838016, 0, 1043743496089962538800, 0, 17017320063766869, 0, 143853611883, 0, 604871, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 3}
  • id: 240277
    {'charpoly_factorization': [[[-243360913754157067152000, -391044110645883876000, 52354219791551800, 253387737516250, 34380282535, -30872255, -2531, 1], 2]], 'hecke_orbit_code': 4503737250873420, 'p': 5}
  • id: 240278
    {'charpoly_factorization': [[[-78053840992948929923160982874, -7137285396689062538828247, 2182583540338573442392, 134581406517221167, -13525825450466, -726104537, 19812, 1], 2]], 'hecke_orbit_code': 4503737250873420, 'p': 7}
  • id: 240279
    {'charpoly_factorization': [[[593883607918019813869584299696691696, -5163504400121449245696424774176, -133512378202608514813735952, 1251850089587622206764, 7684277235454105, -83484711413, -29873, 1], 2]], 'hecke_orbit_code': 4503737250873420, 'p': 11}
  • id: 240280
    {'charpoly_factorization': [[[550000094365904715903558031503818607148801758583940919564742463953305600, 0, 39117792085554908789911726985217258251808771921900661602807644160, 0, 11076977480098647946008738711809168908787971853757379584, 0, 845520478819966673421651691372351694354818176, 0, 24943597297211665173110577742055277, 0, 277361225520696476371179, 0, 951450097215, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 13}
  • id: 240281
    {'charpoly_factorization': [[[405260983102660928665896664894662109835982, -3580785072766999746798374227308226515, -1486395203667979117080109023728, 12116090393427298949388439, -1270832207800210154, -6975845318501, 643948, 1], 2]], 'hecke_orbit_code': 4503737250873420, 'p': 17}
  • id: 240282
    {'charpoly_factorization': [[[325650737981196211817040643482760123711113829069928887581850461693742906986845870061444601, -245528973378726418459897502546204008404664060048149899377746066042190569318002889804, 172648901078743037158516285569090269095059884139234542665892257019823476509919, -58683722579025675577890567370187741185891067978005079611452267208440872, 12106746187113183824371852993048020697849512186903481830168576021, 4726766770362592368943212375540551095872088133695493218700, -6052424097599009449124262893915212357007564562680829, 2961730615169191487189259751586268644889892176, -987173167456487942826616895866159324629, 125745413885460531836511055498700, 52531452483559543101774621, -41531117516418034472, 19928920318919, -4622604, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 19}
  • id: 240283
    {'charpoly_factorization': [[[45328695983992863866392266537873127007564691600, -38579931588792023582350874890939244437200, -8959737742490537573419472738099480, 7962713652530279329610108920, -429256038135197520719, -166907994084101, 5769979, 1], 2]], 'hecke_orbit_code': 4503737250873420, 'p': 23}
  • id: 240284
    {'charpoly_factorization': [[[2212427826888147434985644156736671595955559559633146775621366763823179583890144497523924008960000, 0, 2039362261675859555525899200457051173510439871633719235172811135133024899490335027200, 0, 271016890757552194662192132982587860295192242707509193063138326919611456, 0, 11005567053528693219836484624702477082153296840362757455280, 0, 172465684691227566376522560962637096517996629, 0, 977001777789095593324249973163, 0, 1917928670098311, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 29}
  • id: 240285
    {'charpoly_factorization': [[[993098315455754836947934692828255270055361291275989510355920645354359891483640347418981473221764710400, 0, 27856545436036373413044346835330702998836700051541330988940055632425969924103081049456640, 0, 298329559649345499021533514480443165237490799228715038960300401125389602816, 0, 1558665348830544491334955912500687063141273351390242778703872, 0, 4288337408521721357869822241068964600257326912, 0, 6164871563117216984203227959856, 0, 4191371125293228, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 31}
  • id: 240286
    {'charpoly_factorization': [[[23197803197165773651645728573113415491971169525398120339646707929134574536218527024264332854271049111856742400, 0, 304424824232059225045378808722999461158503982751974543327599224096442393833550458474331849359360, 0, 375783327777129309909264158945971453558702862822791944862225295985639616211030016, 0, 130774010206446355693390865195131365297756133358806452963906803712, 0, 20396405623955917796876067847966040451686649836352, 0, 1616544195981817805070874236734256, 0, 63842471679394668, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 37}
  • id: 240287
    {'charpoly_factorization': [[[10858965746725267165552597811510594659555424403998064691563786384994785377449747400529372408834313349017003622400, 0, 36641249555758407501149290352329703058368839384322270211559338226532229437284036274166227911311360, 0, 17773893385297094920507667882521607928587440799212233433544841833322401591457386496, 0, 3012094604012568351257593319782196057195482778936138761248547866624, 0, 230342163547001596252519236537315706345565415855936, 0, 8565170065741711960393183438995504, 0, 150572015943159084, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 41}
  • id: 240288
    {'charpoly_factorization': [[[4988222763047262514238964962441155302954772844567429248, -1548836884352835505493134459122814862810681075360, 50473835714077258902118596552751227206088, 1291386028956919964956305847510970, 180231098691686082329435, -73164177881205699, -35665115, 1], 2]], 'hecke_orbit_code': 4503737250873420, 'p': 43}
  • id: 240289
    {'charpoly_factorization': [[[-34232098563202573458568642741748130156109547240428898544, -2336358954541212148909912580333792612524627618128, 26458455935028680367634092744616669940056, 759274522668377827723924341014584, -5278740319243033197607883, -50539601484957521, 197416555, 1], 2]], 'hecke_orbit_code': 4503737250873420, 'p': 47}
  • id: 240290
    {'charpoly_factorization': [[[4237428431389993613989809152833949695662504886818870615551327470764338419832822963159824244348141184091817711370240000, 0, 32956942219145129530091599520990880836616691239574908458369446806970299742076266173146351266832478105600, 0, 1505573052281611927952320098198857503887464982484308458974139682438351492878241172484160, 0, 24500771665457902670863351530971346922246829469170617470702760238618544, 0, 188197601159763369199107386133898530662557653109672485, 0, 729867747773076568536147091519480011, 0, 1375827184253674455, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 53}
  • id: 240291
    {'charpoly_factorization': [[[8820299385426939576338129408630025107065812224699655948672710436051808699578977437260353195620677871879806545195790080409600, 0, 143180439943811875959521823356031173170524704091333317699117640301713078809659494630500197498805150288117760, 0, 946359499357844473628379717183381878607502772948199582232644661518220206227059359336428544, 0, 3291082918269178018117457534893009082930083234924945300868985916698380928, 0, 6491035505759203383406573176106474683734395423218517149, 0, 7251070798633896874818230528021595147, 0, 4241620511811199023, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 59}
  • id: 240292
    {'charpoly_factorization': [[[51853588564159623080969334894465567386150481730361656350284800, -361122477300714820742771795607466343474335676765798784, 151506891598187016717411856057584110959331344, 1706838527438622218458167030448992238, -1043989142953452649044946685, -2383443115362844547, 698423769, 1], 2]], 'hecke_orbit_code': 4503737250873420, 'p': 61}
  • id: 240293
    {'charpoly_factorization': [[[2918744713675032660489435553286050493115363869313236318259765227177311437697327439771862055982791839278779054170671126937600, 0, 1349816023815091192860812414722070047579654080278583772608575578510604822481620813353849125678927273994383360, 0, 40286398121282405086616106869342745243483320963950150982718202533066809110218793468501245504, 0, 181463757598857749005473928901949798806563658572228597058345448184017734064, 0, 208976491379723691269145737243321674773806796389693527149, 0, 88778644308786970074519667184535954459, 0, 15779492309649193311, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 67}
  • id: 240294
    {'charpoly_factorization': [[[1407383985894949470126104731919465737716672569314842062639240606925677137369645644385571295397074168294375725706770842543718400, 0, 120913082221377903217671043388262914942238062224068992097343898929871944391991409595667165985130903321066864640, 0, 2210004327238158313132383589948672779815811856869392827302746125365245506732752971534482538496, 0, 5116410424042373902765778763782579070963594231847336727739410425622003564544, 0, 2476103024650755348841374159200251905253948960905052640064, 0, 460064080359254906389954003465171402416, 0, 35989166443392903804, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 71}
  • id: 240295
    {'charpoly_factorization': [[[1181632902157563286744033967309435255087787418418723543576798002, 4549997972602991798762659397916397460864683679740577647, 1674826787210992406877007927156563841908939018, -10603023496009929265988283895214475229, -11731268434227756638824940458, -131927730389192595, 3621291886, 1], 2]], 'hecke_orbit_code': 4503737250873420, 'p': 73}
  • id: 240296
    {'charpoly_factorization': [[[129397554105032118442796818299747277858829270419212026926698915910094316841000887486370662758927150745786177089101194858275536896000000, 0, 82098788302764831233338523431974024239382620033874023731110867888229680128263920736511955127759236400490108289024000, 0, 20203805488180493956088047496473156592760134214099153150228796134355190777650823826729083624361984, 0, 2493975937278530246440016381372587407556776640629859250985048389583991629809664, 0, 168690156740361878809128618722896991850277443586205906735424, 0, 6350187618988920213156833497009238282544, 0, 124872948829304376396, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 79}
  • id: 240297
    {'charpoly_factorization': [[[12107871108306268919558207145899018032023158919418062262825428123648, -12705489621934879182153589043111606033668716744519001218048, 1557278855135152484554291119101748274466713530112, 1505771567277842470466015668331917888528, -199300186518850754592862332416, -64860737143395071432, 4664471632, 1], 2]], 'hecke_orbit_code': 4503737250873420, 'p': 83}
  • id: 240298
    {'charpoly_factorization': [[[364764238401779081392461077675220728683574071081469259530224882132823263462474909435983868095525092708588419412934885751665012463003238400, 0, 61636234460243267427368248319965330382709717882762010591386029166129163505919234327608969965327640275643539599591997440, 0, 4336552255259888608716799444352824663753451125067949771278952566866907976914186940208262470975881216, 0, 164932866554059854710465079416404760475832838612974315212535515319508906117431296, 0, 3667301973888044733442518901910452023253793687750990104793088, 0, 47738192966089841101395263800264415348544, 0, 337357389093790864560, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 89}
  • id: 240299
    {'charpoly_factorization': [[[292051320736679520067652967770694725813912406394587934660864080232836175764695977389266043734160165530526088757824680080565168605075865600, 0, 519779432576438974814979585673309383812856204822404370301345340389160391630300070197931990196839163262881085743211479040, 0, 37734612632012088045936793929210539448648295987000633103743993336410205548945450081843657869757579264, 0, 1122484176464753408109597622445745333534616531310044247523041961019450317543862272, 0, 17229320161324134870013460204949768140995690705885354637345088, 0, 142911072269889544309137554660289275914416, 0, 603003328538439694812, 0, 1], 1]], 'hecke_orbit_code': 4503737250873420, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '76.11.c.b', 'level': 76, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21301747
    {'hecke_orbit_code': 4503737250873420, 'n': 1, 'trace_an': 14}
  • id: 21301748
    {'hecke_orbit_code': 4503737250873420, 'n': 2, 'trace_an': 0}
  • id: 21301749
    {'hecke_orbit_code': 4503737250873420, 'n': 3, 'trace_an': 0}
  • id: 21301750
    {'hecke_orbit_code': 4503737250873420, 'n': 4, 'trace_an': 0}
  • id: 21301751
    {'hecke_orbit_code': 4503737250873420, 'n': 5, 'trace_an': 5062}
  • id: 21301752
    {'hecke_orbit_code': 4503737250873420, 'n': 6, 'trace_an': 0}
  • id: 21301753
    {'hecke_orbit_code': 4503737250873420, 'n': 7, 'trace_an': -39624}
  • id: 21301754
    {'hecke_orbit_code': 4503737250873420, 'n': 8, 'trace_an': 0}
  • id: 21301755
    {'hecke_orbit_code': 4503737250873420, 'n': 9, 'trace_an': -383056}
  • id: 21301756
    {'hecke_orbit_code': 4503737250873420, 'n': 10, 'trace_an': 0}
  • id: 21301757
    {'hecke_orbit_code': 4503737250873420, 'n': 11, 'trace_an': 59746}
  • id: 21301758
    {'hecke_orbit_code': 4503737250873420, 'n': 12, 'trace_an': 0}
  • id: 21301759
    {'hecke_orbit_code': 4503737250873420, 'n': 13, 'trace_an': 0}
  • id: 21301760
    {'hecke_orbit_code': 4503737250873420, 'n': 14, 'trace_an': 0}
  • id: 21301761
    {'hecke_orbit_code': 4503737250873420, 'n': 15, 'trace_an': 0}
  • id: 21301762
    {'hecke_orbit_code': 4503737250873420, 'n': 16, 'trace_an': 0}
  • id: 21301763
    {'hecke_orbit_code': 4503737250873420, 'n': 17, 'trace_an': -1287896}
  • id: 21301764
    {'hecke_orbit_code': 4503737250873420, 'n': 18, 'trace_an': 0}
  • id: 21301765
    {'hecke_orbit_code': 4503737250873420, 'n': 19, 'trace_an': 4622604}
  • id: 21301766
    {'hecke_orbit_code': 4503737250873420, 'n': 20, 'trace_an': 0}
  • id: 21301767
    {'hecke_orbit_code': 4503737250873420, 'n': 21, 'trace_an': 0}
  • id: 21301768
    {'hecke_orbit_code': 4503737250873420, 'n': 22, 'trace_an': 0}
  • id: 21301769
    {'hecke_orbit_code': 4503737250873420, 'n': 23, 'trace_an': -11539958}
  • id: 21301770
    {'hecke_orbit_code': 4503737250873420, 'n': 24, 'trace_an': 0}
  • id: 21301771
    {'hecke_orbit_code': 4503737250873420, 'n': 25, 'trace_an': -417808}
  • id: 21301772
    {'hecke_orbit_code': 4503737250873420, 'n': 26, 'trace_an': 0}
  • id: 21301773
    {'hecke_orbit_code': 4503737250873420, 'n': 27, 'trace_an': 0}
  • id: 21301774
    {'hecke_orbit_code': 4503737250873420, 'n': 28, 'trace_an': 0}
  • id: 21301775
    {'hecke_orbit_code': 4503737250873420, 'n': 29, 'trace_an': 0}
  • id: 21301776
    {'hecke_orbit_code': 4503737250873420, 'n': 30, 'trace_an': 0}
  • id: 21301777
    {'hecke_orbit_code': 4503737250873420, 'n': 31, 'trace_an': 0}
  • id: 21301778
    {'hecke_orbit_code': 4503737250873420, 'n': 32, 'trace_an': 0}
  • id: 21301779
    {'hecke_orbit_code': 4503737250873420, 'n': 33, 'trace_an': 0}
  • id: 21301780
    {'hecke_orbit_code': 4503737250873420, 'n': 34, 'trace_an': 0}
  • id: 21301781
    {'hecke_orbit_code': 4503737250873420, 'n': 35, 'trace_an': -77028922}
  • id: 21301782
    {'hecke_orbit_code': 4503737250873420, 'n': 36, 'trace_an': 0}
  • id: 21301783
    {'hecke_orbit_code': 4503737250873420, 'n': 37, 'trace_an': 0}
  • id: 21301784
    {'hecke_orbit_code': 4503737250873420, 'n': 38, 'trace_an': 0}
  • id: 21301785
    {'hecke_orbit_code': 4503737250873420, 'n': 39, 'trace_an': 14606790}
  • id: 21301786
    {'hecke_orbit_code': 4503737250873420, 'n': 40, 'trace_an': 0}
  • id: 21301787
    {'hecke_orbit_code': 4503737250873420, 'n': 41, 'trace_an': 0}
  • id: 21301788
    {'hecke_orbit_code': 4503737250873420, 'n': 42, 'trace_an': 0}
  • id: 21301789
    {'hecke_orbit_code': 4503737250873420, 'n': 43, 'trace_an': 71330230}
  • id: 21301790
    {'hecke_orbit_code': 4503737250873420, 'n': 44, 'trace_an': 0}
  • id: 21301791
    {'hecke_orbit_code': 4503737250873420, 'n': 45, 'trace_an': -169810130}
  • id: 21301792
    {'hecke_orbit_code': 4503737250873420, 'n': 46, 'trace_an': 0}
  • id: 21301793
    {'hecke_orbit_code': 4503737250873420, 'n': 47, 'trace_an': -394833110}
  • id: 21301794
    {'hecke_orbit_code': 4503737250873420, 'n': 48, 'trace_an': 0}
  • id: 21301795
    {'hecke_orbit_code': 4503737250873420, 'n': 49, 'trace_an': -265204650}
  • id: 21301796
    {'hecke_orbit_code': 4503737250873420, 'n': 50, 'trace_an': 0}
  • id: 21301797
    {'hecke_orbit_code': 4503737250873420, 'n': 51, 'trace_an': 0}
  • id: 21301798
    {'hecke_orbit_code': 4503737250873420, 'n': 52, 'trace_an': 0}
  • id: 21301799
    {'hecke_orbit_code': 4503737250873420, 'n': 53, 'trace_an': 0}
  • id: 21301800
    {'hecke_orbit_code': 4503737250873420, 'n': 54, 'trace_an': 0}
  • id: 21301801
    {'hecke_orbit_code': 4503737250873420, 'n': 55, 'trace_an': -612557042}
  • id: 21301802
    {'hecke_orbit_code': 4503737250873420, 'n': 56, 'trace_an': 0}
  • id: 21301803
    {'hecke_orbit_code': 4503737250873420, 'n': 57, 'trace_an': 319590486}
  • id: 21301804
    {'hecke_orbit_code': 4503737250873420, 'n': 58, 'trace_an': 0}
  • id: 21301805
    {'hecke_orbit_code': 4503737250873420, 'n': 59, 'trace_an': 0}
  • id: 21301806
    {'hecke_orbit_code': 4503737250873420, 'n': 60, 'trace_an': 0}
  • id: 21301807
    {'hecke_orbit_code': 4503737250873420, 'n': 61, 'trace_an': -1396847538}
  • id: 21301808
    {'hecke_orbit_code': 4503737250873420, 'n': 62, 'trace_an': 0}
  • id: 21301809
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    {'hecke_orbit_code': 4503737250873420, 'n': 967, 'trace_an': 2713790543411988}
  • id: 21302000
    {'hecke_orbit_code': 4503737250873420, 'n': 971, 'trace_an': 0}
  • id: 21302001
    {'hecke_orbit_code': 4503737250873420, 'n': 977, 'trace_an': 0}
  • id: 21302002
    {'hecke_orbit_code': 4503737250873420, 'n': 983, 'trace_an': 0}
  • id: 21302003
    {'hecke_orbit_code': 4503737250873420, 'n': 991, 'trace_an': 0}
  • id: 21302004
    {'hecke_orbit_code': 4503737250873420, 'n': 997, 'trace_an': -2833423358655390}