Embedded newform data - 32.10.a.e.1.2

Formats: - HTML - YAML - JSON - 2026-01-23T04:30:11.932257

• 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': 3200, 'analytic_conductor': 16.48114675724394, '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': [32, 1, [31, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 424, 'field_disc_factorization': [[2, 3], [53, 1]], 'field_poly': [-106, 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': [[3, [-19392, -176, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254176, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '32.10.a.e', 'level': 32, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '32.10.a.b', 'nf_label': '2.2.424.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(88+\\beta )q^{3}+(702+8\\beta )q^{5}+(1392+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '32.10.a', 'trace_display': [0, 176, 1404, 2784], 'trace_hash': 659098073275746938, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.023', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.925', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.174', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.218', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 0, 176, 0, 1404, 0, 2784, 0, 30394, 0, -6896, 0, -45556, 0, 557728, 0, -472188, 0, 780912, 0, 787712, 0, 3883680, 0, 552766, 0, 8762336, 0, 3909612, 0, 4857216, 0, -13469312, 0, 6296128, 0, 8608892, 0, -20941792, 0, -32359020, 0, -32230512, 0, 97751564, 0, -20943040, 0, -71404686, 0, -163990176, 0, 51108252, 0, -107740704, 0, -114230656, 0, 63098960, 0, 25048812, 0, 137827168, 0, -167443224, 0, 224200368, 0, 390283008, 0, 6805472, 0, -23217420, 0, 658226512, 0, -138223872, 0, 726598848, 0, 769941010, 0, 27482736, 0, -1310977032, 0, 318429472, 0, -71429100, 0, -232742592, 0, -593312768, 0, -915407072, 0, 1850743460, 0, -2368592176, 0, -1029457284, 0, -1168710816, 0, 1539421696, 0, -1960203376, 0, 137353996, 0, -2328106336, 0, 1125260004, 0, 3114496704, 0, -3672498596, 0, -1881662016, 0, -1643714006, 0, -2335266080, 0, 2522519064, 0, 1304303616, 0, -1345596032, 0, 5941134256, 0, -742479616, 0, 10927964224, 0, -3655848108, 0, 8005806096, 0, 12660010496, 0, 4170165856, 0, 2539616552, 0, -4772679888, 0, 5432569500, 0, 10101156000, 0, -28724864268, 0, -4756216576, 0, 16498655020, 0, -10640888416, 0, 5891274240, 0, 10906056240, 0, -20007670528, 0, -25208562592, 0, -14888270610, 0, -20331840848, 0, 10613280204, 0, 6865281312, 0, 34495694720, 0, -26842705680, 0, -2270612900, 0, -34252160736, 0, -18642068472, 0, 30645823008, 0, 18168177152, 0, -32246620416, 0, 18635973732, 0, -36511535168, 0, -44190167172, 0, 53313471456, 0, 16153813120, 0, 5186016064, 0, -18617410600, 0, 67559658528, 0, 40666781568, 0, 74643428976, 0, -103082672896, 0, -10700307232, 0, -3446233088, 0, -467074080, 0, 48956039448, 0, 84119494272, 0, 115687011206, 0, -17871245520, 0, -73660601924, 0, -31939549184, 0, -65983379148, 0, 101321970048, 0, 116582150656, 0, -24113506752, 0, 60014010692, 0, -2404149616, 0, -38038629732, 0, 39293071008, 0, -80410740096, 0, -81558306480, 0, -24889971456, 0, -303823545024, 0, -110895013884, 0, -18873310656, 0, 54905889980, 0, -9428725536, 0, -85229323832, 0, -199137188128, 0, 181317548748, 0, 120792641472, 0, -56413970944, 0, -146377132816, 0, 92510574428, 0, -105836497024, 0, -79424360940, 0, 26117180880, 0, -39460738304, 0, -39920479040, 0, 150524298470, 0, 226025007200, 0, 269313646908, 0, 275839359840, 0, -171725363456, 0, -103600443456, 0, -29957982464, 0, 172715096736, 0, -274067383512, 0, 204943728624, 0, -105797103360, 0, 2019788832, 0, 112453113524, 0, 269106045248, 0, 115130526252, 0, -7409259168, 0, -61956090496, 0, 228368619744, 0, -202780832396, 0, 175454120992, 0, 115877268480, 0, 342666068496, 0, -412251902708, 0, 128782104224, 0, 329931093796, 0, -216494555552, 0, 225169542144, 0, -196630440000, 0, 1151236489728, 0, -219772530736, 0, -555485528596, 0, -385883859136, 0, -282450495420, 0, -824674994112, 0, 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0, -7163214085536, 0, -790036240128, 0, 3411583005408, 0, -6377304211384, 0, 2590350712848, 0, 5337469883392, 0, -4026291653984, 0, -3010592546652, 0, -3709455690624, 0, 6022827826432, 0, -7566037857376, 0, -6005900921836, 0, 2777828802032, 0, -444290818260, 0, 3265826616960, 0, 1481623719424, 0, -4047894815872, 0, -5143592585412, 0, -8303433035200, 0, -5683714398540, 0, -2703531839088, 0, 17548862424576, 0, -2027943580480, 0, -1709403075494, 0, -812734721024, 0, 4928806257144, 0, 1226012353824, 0, 1542024927872, 0, -9798981136384, 0, 1155045003948, 0, -18144530822048, 0, 1930835795172, 0, 11943262974384, 0, -6892020730624, 0, -2722576008480, 0, -7077052952960, 0, -406095282176, 0, 2025937030860, 0, 12042815519904, 0, -75448768860, 0, -13023771102864, 0, 3415080917020, 0, 11094763446336, 0, -863295803904, 0, 7568939918784, 0, -1457665942528, 0, 8553811813728, 0, -2414589595100, 0, 9128394020896, 0, -8717637695364, 0, 3207830723520, 0, -5870612943744, 0, 3045476518800, 0, 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1191005070588, 0, 3768253616192, 0], 'weight': 10, '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], [1.8014047039839232, 0.0], [0.0, 0.0], [1.4452803248350448, 0.0], [0.0, 0.0], [0.47844553674078094, 0.0], [0.0, 0.0], [2.2450589075354057, 0.0], [0.0, 0.0], [-0.8750033749558055, 0.0], [0.0, 0.0], [-0.7202866402171123, 0.0], [0.0, 0.0], [2.6035347757332623, 0.0], [0.0, 0.0], [-1.7647654916492863, 0.0], [0.0, 0.0], [-0.29019865505581516, 0.0], [0.0, 0.0], [0.8618740404849558, 0.0], [0.0, 0.0], [1.5566313554280515, 0.0], [0.0, 0.0], [1.0888352173552927, 0.0], [0.0, 0.0], [2.2428549727713647, 0.0], [0.0, 0.0], [0.4928169512649519, 0.0], [0.0, 0.0], [-0.13022991999312777, 0.0], [0.0, 0.0], [-1.5762351956471965, 0.0], [0.0, 0.0], [0.6914879207565933, 0.0], [0.0, 0.0], [-0.44398365595402955, 0.0], [0.0, 0.0], [-1.2975277419038818, 0.0], [0.0, 0.0], [-0.8082624910998611, 0.0], [0.0, 0.0], [-0.5170093816383607, 0.0], [0.0, 0.0], [3.244739467156582, 0.0], [0.0, 0.0], [1.0028565976402328, 0.0], [0.0, 0.0], [-0.771089868372826, 0.0], [0.0, 0.0], 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-0.07152627112516219, -0.12146419571324292, -0.2115536886816777, -0.3220682980388171, -0.30863610572548983, -0.4220309502800296, -0.2731750862965178, -0.1080371719819515, -0.2103747623787282, -0.2603707051349382, -0.2856279156143155, -0.31621304991229654, -0.29161487298191785, -0.1664040539878192, -0.2784040876684928, -0.13917437494933904, -0.32495221055959456, -0.20035213168672758, -0.37952367578619745, -0.25223846834321445, -0.11370459750652523, -0.29431333576415886, -0.3378987649172819, -0.1393447535180986, -0.22828581465348902, -0.2918131233583717, -0.2881957750984866, -0.21932693942133583, -0.26817748910351946, -0.34888427684569656, -0.07752540586851198, -0.1868707696781367, -0.22606431371756158, -0.15449958603705397, -0.1968072284436289, -0.15817231061284706, -0.15417891035498896, -0.4244835061342681, -0.27960498374881226, -0.31473109542169103, -0.11657511669471102, -0.3860962345978265, -0.32453768491338225, -0.3393686437862232, -0.1279680614578015, -0.18741550354226016, 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-0.2421641040560017, -0.23425340036681008, -0.28415936574958595, -0.15477966408214267, -0.1616980574795249, -0.24433756641582044, -0.34650410557265204, -0.2944221752255374, -0.23740442367838246, -0.055886607691562944, -0.295124261660553, -0.1732161633132427, -0.442190424035773, -0.17565358092369893, -0.32157753386256455, -0.31408463146129634, -0.2970026433757422, -0.3254824639446313, -0.22486941238046976, -0.3674304918106513, -0.4521241885372772, -0.26350784891333645, -0.24697797131425203, -0.2776208187176948, -0.31620723182391675, -0.1954668469779578, -0.16039725302104935, -0.23047449634200026, -0.18444163955027915], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 10.295630140987, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254176, 'label': '32.10.a.e.1.2', 'level': 32, 'weight': 10}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [4, 5], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [4, 4], 'ALdims_old': [11, 12], 'Nk2': 3200, 'analytic_conductor': 16.48114675724394, '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': [32, 1, [31, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 32, 'dim': 9, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772192, 'hecke_orbit_dims': [1, 2, 2, 2, 2], 'label': '32.10.a', 'level': 32, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 40, 'mf_new_dim': 9, 'num_forms': 5, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 40, 'trace_bound': 5, 'trace_display': [0, 0, 718, 0], 'traces': [9, 0, 0, 0, 718, 0, 0, 0, 86789, 0, 0, 0, -108458, 0, 0, 0, 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0, 0, 1422683187300, 0, 0, 0, -3267216769024, 0, 0, 0, -3402556335104, 0, 0, 0, 397717622702, 0, 0, 0, 4345615644416, 0, 0, 0, -858325940362, 0, 0, 0, -419166503278, 0, 0, 0, 4596764522686, 0, 0, 0, 1876191490954, 0, 0, 0, -3925065967104, 0, 0, 0, -296385317632, 0, 0, 0, -334636992274, 0, 0, 0, 1674224864686, 0, 0, 0, 1194071449088, 0, 0, 0, -1899066031950, 0, 0, 0, 1044212242944, 0, 0, 0, 755606784669, 0, 0, 0, -5304429703028, 0, 0, 0, -1647134489726, 0, 0, 0, 3113437745664, 0, 0, 0, 1408146850490, 0, 0, 0, 3343696635254, 0, 0, 0, -2710256709632, 0, 0, 0, 226244331008, 0, 0, 0, 4239505880832, 0, 0, 0, -7361124337882, 0, 0, 0, -19998601580, 0, 0, 0, 1080452563068, 0, 0, 0, -1239569121536, 0, 0, 0, 4625497142156, 0, 0, 0, 518714121216, 0, 0, 0, -1836382568960, 0, 0, 0, -3404331366748, 0, 0, 0, -7365991327930, 0, 0, 0, -598576656896, 0, 0, 0, -4792772703232, 0, 0, 0, -3531743939974, 0, 0, 0, 19965142825472, 0, 0, 0, 4512072029553, 0, 0, 0, 1689826645212, 0, 0, 0, -10719305016576, 0, 0, 0, 1289228172070, 0, 0, 0, 6629687440020, 0, 0, 0, -16635651287826, 0, 0, 0, -4141680535552, 0, 0, 0, 22652187361910, 0, 0, 0, 18735316290048, 0, 0, 0, -290032311876, 0, 0, 0, -6850015983190, 0, 0, 0, -8744101367808, 0, 0, 0, 13735097219602, 0, 0, 0, -22253183058432, 0, 0, 0, -17814866316092, 0, 0, 0, 23465926989824, 0, 0, 0, 2942879439074, 0, 0, 0, 548857550336, 0, 0, 0, -13716852913638, 0, 0, 0, -19374399941786, 0, 0, 0, 7722510697472, 0, 0, 0, -18869636559698, 0, 0, 0, -3520566069014, 0, 0, 0, 46034005545984, 0, 0, 0, 5487827445525, 0, 0, 0, 2416737543836, 0, 0, 0, -2599602482432, 0, 0, 0, -12332884378074, 0, 0, 0, 21699608083394, 0, 0, 0, -43219503028736, 0, 0, 0, -18733731321088, 0, 0, 0, 29432294738230, 0, 0, 0, 19117467107874, 0, 0, 0, 7425124726174, 0, 0, 0, -11239676279808, 0, 0, 0, -29871019587584, 0, 0, 0, 3735513373026, 0, 0, 0, -26174046279218, 0, 0, 0, -9422393569536, 0, 0, 0, 57809229532108, 0, 0, 0, -1619044610316, 0, 0, 0, 24293699201536, 0, 0, 0, 3396897194548, 0, 0, 0, -36576761708218, 0, 0, 0, 14718771132416, 0, 0, 0, -13501383136274, 0, 0, 0, -2834690174976, 0, 0, 0, 68514490364928, 0, 0, 0, 3623172197376, 0, 0, 0, 34803146556538, 0, 0, 0, -8425910518675, 0, 0, 0, -67327811891578, 0, 0, 0, -46525163723520, 0, 0, 0, -9402619678208, 0, 0, 0, 41376763724932, 0, 0, 0, 33939523109376, 0, 0, 0, -34871020054272, 0, 0, 0, 20935887478206, 0, 0, 0, 32793434946922, 0, 0, 0, -159554691491412, 0, 0, 0, -17596227129406, 0, 0, 0, 52411838739374, 0, 0, 0, 16284203447296, 0, 0, 0, 58148611154432, 0, 0, 0, -43781083979660, 0, 0, 0, 62001328793088, 0, 0, 0, 32085615440484, 0, 0, 0, -118552825669274, 0, 0, 0, -51863974975246, 0, 0, 0, -6338441963520, 0, 0, 0, 33816091032730, 0, 0, 0, 103433156865024, 0, 0, 0, -4826388573952, 0, 0, 0, 76590644458654, 0, 0, 0, 49268326046464, 0, 0, 0, -139097889176698, 0, 0, 0, -25674715925630, 0, 0, 0, -20636861353984, 0, 0, 0, 27274973862111, 0, 0, 0, 43825076614850, 0, 0, 0, -39438864908032, 0, 0, 0, 63985573045502, 0, 0, 0, 78313999922122, 0, 0, 0, -197506051720192, 0, 0, 0, -14328560258860, 0, 0, 0, -2526175202304, 0, 0, 0, 96296053975898, 0, 0, 0, 44987791701782, 0, 0, 0, -83055235373758, 0, 0, 0, 168092727340544, 0, 0, 0, 10547775733760, 0, 0, 0, -125548333673472, 0, 0, 0, -63656630670336, 0, 0, 0, -49333401679684, 0, 0, 0, 72219464597700, 0, 0, 0, 109976290396758, 0, 0, 0, -58186000488192, 0, 0, 0, 164356572390912, 0, 0, 0, 59519186504448, 0, 0, 0, -117598338142734, 0, 0, 0, -66112708107934, 0, 0, 0, -100330117780992, 0, 0, 0, -47659930242326, 0, 0, 0, 3740460881174, 0, 0, 0, 17225465022464, 0, 0, 0, 36624294747516, 0, 0, 0, -51107861760598, 0, 0, 0, -161999752262144, 0, 0, 0, -28578363947543, 0, 0, 0, -44594868993860, 0, 0, 0, 536441611776, 0, 0, 0, 209795374584320, 0, 0, 0, 29093699599954, 0, 0, 0, 16253228041918, 0, 0, 0, -116031078800220, 0, 0, 0, -104659043621376, 0, 0, 0, 221732449654016, 0, 0, 0, -101928146893298, 0, 0, 0], 'weight': 10, '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: 44141438
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254176, 'source_is_minimal': True, 'source_label': '32.10.a.e.1.2', 'source_level': 32, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398677254176, 'target_is_minimal': True, 'target_label': '32.10.a.e.1.2', 'target_level': 32, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 44141439
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254176, 'source_is_minimal': True, 'source_label': '32.10.a.e.1.2', 'source_level': 32, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254432, 'target_is_minimal': False, 'target_label': '288.10.a.e.1.1', 'target_level': 288, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 44141440
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254176, 'source_is_minimal': True, 'source_label': '32.10.a.e.1.2', 'source_level': 32, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142688, 'target_is_minimal': True, 'target_label': '32.10.a.b.1.1', 'target_level': 32, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 44141441
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254176, 'source_is_minimal': True, 'source_label': '32.10.a.e.1.2', 'source_level': 32, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043195696218176, 'target_is_minimal': False, 'target_label': '64.10.a.m.1.2', 'target_level': 64, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 44141442
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254176, 'source_is_minimal': True, 'source_label': '32.10.a.e.1.2', 'source_level': 32, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396814106688, 'target_is_minimal': False, 'target_label': '64.10.a.j.1.1', 'target_level': 64, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 44141443
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254176, 'source_is_minimal': True, 'source_label': '32.10.a.e.1.2', 'source_level': 32, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799049883936, 'target_is_minimal': False, 'target_label': '288.10.a.d.1.1', 'target_level': 288, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 44141444
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254176, 'source_is_minimal': True, 'source_label': '32.10.a.e.1.2', 'source_level': 32, 'target_conrey_index': 129, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050463670436096, 'target_is_minimal': False, 'target_label': '256.10.b.o.129.1', 'target_level': 256, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 44141445
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254176, 'source_is_minimal': True, 'source_label': '32.10.a.e.1.2', 'source_level': 32, 'target_conrey_index': 129, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539664788324608, 'target_is_minimal': False, 'target_label': '256.10.b.l.129.1', 'target_level': 256, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 44141446
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254176, 'source_is_minimal': True, 'source_label': '32.10.a.e.1.2', 'source_level': 32, 'target_conrey_index': 129, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 63050463670436096, 'target_is_minimal': False, 'target_label': '256.10.b.o.129.4', 'target_level': 256, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '16.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 44141447
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398677254176, 'source_is_minimal': True, 'source_label': '32.10.a.e.1.2', 'source_level': 32, 'target_conrey_index': 129, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 49539664788324608, 'target_is_minimal': False, 'target_label': '256.10.b.l.129.4', 'target_level': 256, 'twist_class_label': '32.10.a.b.1.1', 'twist_class_level': 32, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 116400
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398677254176, 'p': 2}
  • id: 116401
    {'charpoly_factorization': [[[-19392, -176, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 3}
  • id: 116402
    {'charpoly_factorization': [[[-1243900, -1404, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 5}
  • id: 116403
    {'charpoly_factorization': [[[-775936, -2784, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 7}
  • id: 116404
    {'charpoly_factorization': [[[-1512313280, 6896, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 11}
  • id: 116405
    {'charpoly_factorization': [[[-2122689500, 45556, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 13}
  • id: 116406
    {'charpoly_factorization': [[[-82369272060, 472188, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 17}
  • id: 116407
    {'charpoly_factorization': [[[-155907874240, -780912, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 19}
  • id: 116408
    {'charpoly_factorization': [[[3749054517504, -3883680, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 23}
  • id: 116409
    {'charpoly_factorization': [[[3815221031012, -3909612, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 29}
  • id: 116410
    {'charpoly_factorization': [[[-3700975267840, -4857216, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 31}
  • id: 116411
    {'charpoly_factorization': [[[-69191706749180, -8608892, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 37}
  • id: 116412
    {'charpoly_factorization': [[[259358357190500, 32359020, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 41}
  • id: 116413
    {'charpoly_factorization': [[[239229098234432, 32230512, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 43}
  • id: 116414
    {'charpoly_factorization': [[[-1828150845799424, 20943040, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 47}
  • id: 116415
    {'charpoly_factorization': [[[-1458311050693180, -51108252, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 53}
  • id: 116416
    {'charpoly_factorization': [[[-6722205235160000, -63098960, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 59}
  • id: 116417
    {'charpoly_factorization': [[[-12087696282641820, -25048812, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 61}
  • id: 116418
    {'charpoly_factorization': [[[12448651250910272, -224200368, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 67}
  • id: 116419
    {'charpoly_factorization': [[[-99025353225824000, -6805472, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 71}
  • id: 116420
    {'charpoly_factorization': [[[111877772926500, 23217420, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 73}
  • id: 116421
    {'charpoly_factorization': [[[106456525355156480, -726598848, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 79}
  • id: 116422
    {'charpoly_factorization': [[[-63017614856871360, -27482736, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 83}
  • id: 116423
    {'charpoly_factorization': [[[-341365916069083036, 71429100, 1], 1]], 'hecke_orbit_code': 18014398677254176, 'p': 89}
  • id: 116424
    {'charpoly_factorization': [[[819561540690079300, -1850743460, 1], 1]], 'hecke_orbit_code': 18014398677254176, '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': 5, 'label': '32.10.a.e', 'level': 32, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40271713
    {'hecke_orbit_code': 18014398677254176, 'n': 1, 'trace_an': 2}
  • id: 40271714
    {'hecke_orbit_code': 18014398677254176, 'n': 2, 'trace_an': 0}
  • id: 40271715
    {'hecke_orbit_code': 18014398677254176, 'n': 3, 'trace_an': 176}
  • id: 40271716
    {'hecke_orbit_code': 18014398677254176, 'n': 4, 'trace_an': 0}
  • id: 40271717
    {'hecke_orbit_code': 18014398677254176, 'n': 5, 'trace_an': 1404}
  • id: 40271718
    {'hecke_orbit_code': 18014398677254176, 'n': 6, 'trace_an': 0}
  • id: 40271719
    {'hecke_orbit_code': 18014398677254176, 'n': 7, 'trace_an': 2784}
  • id: 40271720
    {'hecke_orbit_code': 18014398677254176, 'n': 8, 'trace_an': 0}
  • id: 40271721
    {'hecke_orbit_code': 18014398677254176, 'n': 9, 'trace_an': 30394}
  • id: 40271722
    {'hecke_orbit_code': 18014398677254176, 'n': 10, 'trace_an': 0}
  • id: 40271723
    {'hecke_orbit_code': 18014398677254176, 'n': 11, 'trace_an': -6896}
  • id: 40271724
    {'hecke_orbit_code': 18014398677254176, 'n': 12, 'trace_an': 0}
  • id: 40271725
    {'hecke_orbit_code': 18014398677254176, 'n': 13, 'trace_an': -45556}
  • id: 40271726
    {'hecke_orbit_code': 18014398677254176, 'n': 14, 'trace_an': 0}
  • id: 40271727
    {'hecke_orbit_code': 18014398677254176, 'n': 15, 'trace_an': 557728}
  • id: 40271728
    {'hecke_orbit_code': 18014398677254176, 'n': 16, 'trace_an': 0}
  • id: 40271729
    {'hecke_orbit_code': 18014398677254176, 'n': 17, 'trace_an': -472188}
  • id: 40271730
    {'hecke_orbit_code': 18014398677254176, 'n': 18, 'trace_an': 0}
  • id: 40271731
    {'hecke_orbit_code': 18014398677254176, 'n': 19, 'trace_an': 780912}
  • id: 40271732
    {'hecke_orbit_code': 18014398677254176, 'n': 20, 'trace_an': 0}
  • id: 40271733
    {'hecke_orbit_code': 18014398677254176, 'n': 21, 'trace_an': 787712}
  • id: 40271734
    {'hecke_orbit_code': 18014398677254176, 'n': 22, 'trace_an': 0}
  • id: 40271735
    {'hecke_orbit_code': 18014398677254176, 'n': 23, 'trace_an': 3883680}
  • id: 40271736
    {'hecke_orbit_code': 18014398677254176, 'n': 24, 'trace_an': 0}
  • id: 40271737
    {'hecke_orbit_code': 18014398677254176, 'n': 25, 'trace_an': 552766}
  • id: 40271738
    {'hecke_orbit_code': 18014398677254176, 'n': 26, 'trace_an': 0}
  • id: 40271739
    {'hecke_orbit_code': 18014398677254176, 'n': 27, 'trace_an': 8762336}
  • id: 40271740
    {'hecke_orbit_code': 18014398677254176, 'n': 28, 'trace_an': 0}
  • id: 40271741
    {'hecke_orbit_code': 18014398677254176, 'n': 29, 'trace_an': 3909612}
  • id: 40271742
    {'hecke_orbit_code': 18014398677254176, 'n': 30, 'trace_an': 0}
  • id: 40271743
    {'hecke_orbit_code': 18014398677254176, 'n': 31, 'trace_an': 4857216}
  • id: 40271744
    {'hecke_orbit_code': 18014398677254176, 'n': 32, 'trace_an': 0}
  • id: 40271745
    {'hecke_orbit_code': 18014398677254176, 'n': 33, 'trace_an': -13469312}
  • id: 40271746
    {'hecke_orbit_code': 18014398677254176, 'n': 34, 'trace_an': 0}
  • id: 40271747
    {'hecke_orbit_code': 18014398677254176, 'n': 35, 'trace_an': 6296128}
  • id: 40271748
    {'hecke_orbit_code': 18014398677254176, 'n': 36, 'trace_an': 0}
  • id: 40271749
    {'hecke_orbit_code': 18014398677254176, 'n': 37, 'trace_an': 8608892}
  • id: 40271750
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    {'hecke_orbit_code': 18014398677254176, 'n': 769, 'trace_an': -7905015568156}
  • id: 40271937
    {'hecke_orbit_code': 18014398677254176, 'n': 773, 'trace_an': 400245852732}
  • id: 40271938
    {'hecke_orbit_code': 18014398677254176, 'n': 787, 'trace_an': 1942741341552}
  • id: 40271939
    {'hecke_orbit_code': 18014398677254176, 'n': 797, 'trace_an': -26316552045780}
  • id: 40271940
    {'hecke_orbit_code': 18014398677254176, 'n': 809, 'trace_an': 12040930346388}
  • id: 40271941
    {'hecke_orbit_code': 18014398677254176, 'n': 811, 'trace_an': 13869021605520}
  • id: 40271942
    {'hecke_orbit_code': 18014398677254176, 'n': 821, 'trace_an': 14578941680412}
  • id: 40271943
    {'hecke_orbit_code': 18014398677254176, 'n': 823, 'trace_an': 21979840596000}
  • id: 40271944
    {'hecke_orbit_code': 18014398677254176, 'n': 827, 'trace_an': 15645496485712}
  • id: 40271945
    {'hecke_orbit_code': 18014398677254176, 'n': 829, 'trace_an': -9093009042068}
  • id: 40271946
    {'hecke_orbit_code': 18014398677254176, 'n': 839, 'trace_an': 3332654222816}
  • id: 40271947
    {'hecke_orbit_code': 18014398677254176, 'n': 841, 'trace_an': -21359668023218}
  • id: 40271948
    {'hecke_orbit_code': 18014398677254176, 'n': 853, 'trace_an': 9573305527260}
  • id: 40271949
    {'hecke_orbit_code': 18014398677254176, 'n': 857, 'trace_an': 12092877922548}
  • id: 40271950
    {'hecke_orbit_code': 18014398677254176, 'n': 859, 'trace_an': 12489797551056}
  • id: 40271951
    {'hecke_orbit_code': 18014398677254176, 'n': 863, 'trace_an': 1935510392960}
  • id: 40271952
    {'hecke_orbit_code': 18014398677254176, 'n': 877, 'trace_an': 36872665758860}
  • id: 40271953
    {'hecke_orbit_code': 18014398677254176, 'n': 881, 'trace_an': -36948796208796}
  • id: 40271954
    {'hecke_orbit_code': 18014398677254176, 'n': 883, 'trace_an': -5651241928464}
  • id: 40271955
    {'hecke_orbit_code': 18014398677254176, 'n': 887, 'trace_an': -11893053586656}
  • id: 40271956
    {'hecke_orbit_code': 18014398677254176, 'n': 907, 'trace_an': -24735076650480}
  • id: 40271957
    {'hecke_orbit_code': 18014398677254176, 'n': 911, 'trace_an': -26417469552192}
  • id: 40271958
    {'hecke_orbit_code': 18014398677254176, 'n': 919, 'trace_an': -51405450305376}
  • id: 40271959
    {'hecke_orbit_code': 18014398677254176, 'n': 929, 'trace_an': 12037871761956}
  • id: 40271960
    {'hecke_orbit_code': 18014398677254176, 'n': 937, 'trace_an': -25437753045836}
  • id: 40271961
    {'hecke_orbit_code': 18014398677254176, 'n': 941, 'trace_an': -28708113749364}
  • id: 40271962
    {'hecke_orbit_code': 18014398677254176, 'n': 947, 'trace_an': -29685646667280}
  • id: 40271963
    {'hecke_orbit_code': 18014398677254176, 'n': 953, 'trace_an': 47364213508788}
  • id: 40271964
    {'hecke_orbit_code': 18014398677254176, 'n': 961, 'trace_an': -21884746515006}
  • id: 40271965
    {'hecke_orbit_code': 18014398677254176, 'n': 967, 'trace_an': -43429193085984}
  • id: 40271966
    {'hecke_orbit_code': 18014398677254176, 'n': 971, 'trace_an': -14982449993456}
  • id: 40271967
    {'hecke_orbit_code': 18014398677254176, 'n': 977, 'trace_an': 29486667208452}
  • id: 40271968
    {'hecke_orbit_code': 18014398677254176, 'n': 983, 'trace_an': 23896736536992}
  • id: 40271969
    {'hecke_orbit_code': 18014398677254176, 'n': 991, 'trace_an': 10681510184064}
  • id: 40271970
    {'hecke_orbit_code': 18014398677254176, 'n': 997, 'trace_an': 1191005070588}