Embedded newform data - 294.6.a.b.1.1

Formats: - HTML - YAML - JSON - 2024-10-14T09:12:27.873718

• 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': 10584, 'analytic_conductor': 47.1528430250163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, -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': [294, 1, [197, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 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': [[5, [26, 1]], [11, [-664, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034086, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '294.6.a.b', 'level': 294, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.6.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-9q^{3}+2^{4}q^{4}-26q^{5}+6^{2}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.6.a', 'trace_display': [-4, -9, -26, 0], 'trace_hash': 716520795756946239, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.962', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.875', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.551', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4, -9, 16, -26, 36, 0, -64, 81, 104, 664, -144, -318, 0, 234, 256, -1582, -324, -236, -416, 0, -2656, 2212, 576, -2449, 1272, -729, 0, -4954, -936, 7128, -1024, -5976, 6328, 0, 1296, 4358, 944, 2862, 1664, -10542, 0, -8452, 10624, -2106, -8848, -5352, -2304, 0, 9796, 14238, -5088, -33354, 2916, -17264, 0, 2124, 19816, 15436, 3744, 36762, -28512, 0, 4096, 8268, 23904, 40972, -25312, -19908, 0, -9092, -5184, 73454, -17432, 22041, -3776, 0, -11448, 89400, -6656, 6561, 42168, 6428, 0, 41132, 33808, 44586, -42496, 122658, 8424, 0, 35392, -64152, 21408, 6136, 9216, -21370, 0, 53784, -39184, 36814, -56952, -104528, 20352, 0, 133416, 214440, -11664, 28798, 69056, -39222, 0, -56014, -8496, -57512, -79264, -25758, -61744, 0, -14976, 279845, -147048, 94878, 114048, 144924, 0, 185400, -16384, 76068, -33072, -64532, -95616, 0, -163888, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.2281824277685923, -0.2078253581922723, -0.35063273307587, -0.2923421849243024, -0.3261099276933174, -0.2521851080408762, -0.19841199365177317, -0.35164261544628334, -0.264558273045521, -0.36647863214343096, -0.2435285561508868, -0.35538413190353774, -0.20396328933744298, -0.25056169362372155, -0.0954504042482798, -0.34678184406343326, -0.2855540445162102, -0.2882789945971541, -0.17043499340908908, -0.2816450507929019, -0.25351551205023526, -0.17319647860922724, -0.19067127504579542, -0.34921607858178816, -0.22405429725276385, -0.2639566099517966, -0.3605983786954308, -0.16436996487139147, -0.29717259954220526, -0.15724148050249365, -0.3096453412976453, -0.23881965889163995, -0.041843988796090525, -0.2918690315364842, -0.046491321555207014, -0.12179847299306452, -0.29058483369653615, -0.21177450489738534, -0.1913628149312474, -0.30225549722443695, -0.3498528395796387, -0.3482365386046753, -0.27718546473186106, -0.14436402006086646, -0.23462511558818785, -0.2670514940764799, -0.33038223895326463, -0.2588568138015685, -0.35867660397602613, -0.27677801789688344, -0.20996053326671457, -0.2751583706042552, -0.4070356580917923, -0.22638896579410095, -0.18024679792673584, -0.323729513092928], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034086, 'label': '294.6.a.b.1.1', 'level': 294, 'weight': 6}
• 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

  
  {'ALdims': [3, 5, 4, 4, 4, 4, 3, 6], 'Nk2': 10584, 'analytic_conductor': 47.1528430250163, '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': [294, 1, [197, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 33, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663590, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '294.6.a', 'level': 294, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 296, 'mf_new_dim': 33, 'num_forms': 23, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [4, 9, 22, 0], 'traces': [33, 4, 9, 528, 22, 36, 0, 64, 2673, 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10910016, -3938592, 0, 11032866, -6639360, -44120358, 197640, 9477724, 4097344, 0, -10199136, -47945064, 46080, -17088055, -32620848, -6552900, 0, -45585948, -4333032, 21490776, 8500992, -15195060, 16097976, 0, 256608, 39748798, 2153760, -19327302, 3508224, 4150996, 0, -57283820, 3958688, 7011846, 15225264, 5745848, 4179456, 0, -5196264, 14659812, 8766400, -40633866, 8654688, -50087272, 0, -23855040, 2123240, -11956060, -13075200, -22571892, 1371184, 0, 6326784, -10878366, -3170592, 33752788, -31177344, 4100544, 0, 40370568, 10948608, 6871762, -12333524, -5425902, -1615296, 0, 3899016, 34676156, -4767104, 11866500, 16730328, 19539548, 0, -46998416, 34391744, 27302094, -8104448, 10622946, 2997648, 0, -8841376, 6864480, -1968384, 32009592, 4284864, 28586602, 0, 10040436, 4193088, -41843026, -23772024, -20839640, 561152, 0, 24620080, 12658096, -1365984, 10960910, -46223408, -15519492, 0, 66304786, 26540928, 14137036, 25154816, -7202520, -6785568, 0, -2594304, -76942387, 1028392, 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48186266, 10450944, 0, -16265728, -122520708, -31800072, 12757968, -869760, 127264270, 0, 24530688, -9150464, 76485066, 5137920, 61197532, 10788224, 0, 150090432, -66608640, 746496, 115159380, 8540552, -33830901, 0, 125877320, -20395008, 17306696, -55252608, -13255326, -23250048, 0, -43047072, 39193182, 62669760, -11302146, -17836032, -81506814, 0, 27001500, -33339840, -35523000, 110176, -32057832, 21144960, 0, -24389936, -4277772, -10184576, 94755808, 1801656, -64182744, 0, 172458288, -77167704, -2348304, 31657392, 67486812, 47266272, 0, -27711360, 51388796, 11341440, 39714940, -30177216, -28858842, 0, -12324200, 20505600, -20594928, 1288232, 23292900, 27899104, 0, -5021352, -72612704, 13291520, -149276844, -39495432, 42111504, 0, -252712990, 167899616, 1820880, 624640, 7795506, -9035712, 0, -94933984, -50165928, 35655312, -204123000, -5692032, -108772838, 0, -76792554, -140430080, 41983966, 34483464, -121701360, -20710400, 0, -18458240, 7029164, -20248704, -265205348, 29294704, -39753018, 0, 5281962, -5691384, -181702752, -83623296, -18337896, 35656896, 0, 811008, 69234205, -64978416, -44808876, 23420704, -112119220, 0, -22018204, 29504832, -9679896, 87369056, 735132, 944784, 0, 149152992, -4063986, 22160896, 44947082, -37715472, 153638664, 0, -206226, 36377184, 45759384, 22481280, -19181676, 32128688, 0, -31804544, 88032048, -13029984, -33419940, 27353088, 39342852, 0, -18024496, 20874240, 132149038, 161070256, -9980010, -1968384], 'weight': 6, '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: 34398881
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034086, 'target_is_minimal': False, 'target_label': '294.6.a.b.1.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 34398882
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793393333106, 'target_is_minimal': False, 'target_label': '882.6.a.s.1.1', 'target_level': 882, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 34398883
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554269389127974, 'target_is_minimal': False, 'target_label': '294.6.e.p.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 34398884
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029071997534502, 'target_is_minimal': False, 'target_label': '294.6.e.i.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 34398885
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554269389127974, 'target_is_minimal': False, 'target_label': '294.6.e.p.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 34398886
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029071997534502, 'target_is_minimal': False, 'target_label': '294.6.e.i.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 34398887
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982774826, 'target_is_minimal': True, 'target_label': '42.6.a.d.1.1', 'target_level': 42, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 34398888
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627390, 'target_is_minimal': False, 'target_label': '126.6.a.i.1.1', 'target_level': 126, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 34398889
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257104, 'target_is_minimal': False, 'target_label': '336.6.a.h.1.1', 'target_level': 336, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 34398890
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36029209436488730, 'target_is_minimal': False, 'target_label': '1050.6.g.i.799.2', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 6}
  • id: 34398891
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36029209436488730, 'target_is_minimal': False, 'target_label': '1050.6.g.i.799.1', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '35.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 34398892
    {'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374369306, 'target_is_minimal': False, 'target_label': '1050.6.a.k.1.1', 'target_level': 1050, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 6}
  • id: 34398893
    {'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728034086, 'source_is_minimal': False, 'source_label': '294.6.a.b.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396746998768, 'target_is_minimal': False, 'target_label': '1008.6.a.j.1.1', 'target_level': 1008, 'twist_class_label': '42.6.a.d.1.1', 'twist_class_level': 42, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 658275
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 2}
  • id: 658276
    {'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 3}
  • id: 658277
    {'charpoly_factorization': [[[26, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 5}
  • id: 658278
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 7}
  • id: 658279
    {'charpoly_factorization': [[[-664, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 11}
  • id: 658280
    {'charpoly_factorization': [[[318, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 13}
  • id: 658281
    {'charpoly_factorization': [[[1582, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 17}
  • id: 658282
    {'charpoly_factorization': [[[236, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 19}
  • id: 658283
    {'charpoly_factorization': [[[-2212, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 23}
  • id: 658284
    {'charpoly_factorization': [[[4954, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 29}
  • id: 658285
    {'charpoly_factorization': [[[-7128, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 31}
  • id: 658286
    {'charpoly_factorization': [[[-4358, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 37}
  • id: 658287
    {'charpoly_factorization': [[[10542, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 41}
  • id: 658288
    {'charpoly_factorization': [[[8452, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 43}
  • id: 658289
    {'charpoly_factorization': [[[5352, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 47}
  • id: 658290
    {'charpoly_factorization': [[[33354, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 53}
  • id: 658291
    {'charpoly_factorization': [[[-15436, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 59}
  • id: 658292
    {'charpoly_factorization': [[[-36762, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 61}
  • id: 658293
    {'charpoly_factorization': [[[-40972, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 67}
  • id: 658294
    {'charpoly_factorization': [[[9092, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 71}
  • id: 658295
    {'charpoly_factorization': [[[-73454, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 73}
  • id: 658296
    {'charpoly_factorization': [[[-89400, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 79}
  • id: 658297
    {'charpoly_factorization': [[[-6428, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 83}
  • id: 658298
    {'charpoly_factorization': [[[-122658, 1], 1]], 'hecke_orbit_code': 4503599728034086, 'p': 89}
  • id: 658299
    {'charpoly_factorization': [[[21370, 1], 1]], 'hecke_orbit_code': 4503599728034086, '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': 2, 'label': '294.6.a.b', 'level': 294, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19312140
    {'hecke_orbit_code': 4503599728034086, 'n': 1, 'trace_an': 1}
  • id: 19312141
    {'hecke_orbit_code': 4503599728034086, 'n': 2, 'trace_an': -4}
  • id: 19312142
    {'hecke_orbit_code': 4503599728034086, 'n': 3, 'trace_an': -9}
  • id: 19312143
    {'hecke_orbit_code': 4503599728034086, 'n': 4, 'trace_an': 16}
  • id: 19312144
    {'hecke_orbit_code': 4503599728034086, 'n': 5, 'trace_an': -26}
  • id: 19312145
    {'hecke_orbit_code': 4503599728034086, 'n': 6, 'trace_an': 36}
  • id: 19312146
    {'hecke_orbit_code': 4503599728034086, 'n': 7, 'trace_an': 0}
  • id: 19312147
    {'hecke_orbit_code': 4503599728034086, 'n': 8, 'trace_an': -64}
  • id: 19312148
    {'hecke_orbit_code': 4503599728034086, 'n': 9, 'trace_an': 81}
  • id: 19312149
    {'hecke_orbit_code': 4503599728034086, 'n': 10, 'trace_an': 104}
  • id: 19312150
    {'hecke_orbit_code': 4503599728034086, 'n': 11, 'trace_an': 664}
  • id: 19312151
    {'hecke_orbit_code': 4503599728034086, 'n': 12, 'trace_an': -144}
  • id: 19312152
    {'hecke_orbit_code': 4503599728034086, 'n': 13, 'trace_an': -318}
  • id: 19312153
    {'hecke_orbit_code': 4503599728034086, 'n': 14, 'trace_an': 0}
  • id: 19312154
    {'hecke_orbit_code': 4503599728034086, 'n': 15, 'trace_an': 234}
  • id: 19312155
    {'hecke_orbit_code': 4503599728034086, 'n': 16, 'trace_an': 256}
  • id: 19312156
    {'hecke_orbit_code': 4503599728034086, 'n': 17, 'trace_an': -1582}
  • id: 19312157
    {'hecke_orbit_code': 4503599728034086, 'n': 18, 'trace_an': -324}
  • id: 19312158
    {'hecke_orbit_code': 4503599728034086, 'n': 19, 'trace_an': -236}
  • id: 19312159
    {'hecke_orbit_code': 4503599728034086, 'n': 20, 'trace_an': -416}
  • id: 19312160
    {'hecke_orbit_code': 4503599728034086, 'n': 21, 'trace_an': 0}
  • id: 19312161
    {'hecke_orbit_code': 4503599728034086, 'n': 22, 'trace_an': -2656}
  • id: 19312162
    {'hecke_orbit_code': 4503599728034086, 'n': 23, 'trace_an': 2212}
  • id: 19312163
    {'hecke_orbit_code': 4503599728034086, 'n': 24, 'trace_an': 576}
  • id: 19312164
    {'hecke_orbit_code': 4503599728034086, 'n': 25, 'trace_an': -2449}
  • id: 19312165
    {'hecke_orbit_code': 4503599728034086, 'n': 26, 'trace_an': 1272}
  • id: 19312166
    {'hecke_orbit_code': 4503599728034086, 'n': 27, 'trace_an': -729}
  • id: 19312167
    {'hecke_orbit_code': 4503599728034086, 'n': 28, 'trace_an': 0}
  • id: 19312168
    {'hecke_orbit_code': 4503599728034086, 'n': 29, 'trace_an': -4954}
  • id: 19312169
    {'hecke_orbit_code': 4503599728034086, 'n': 30, 'trace_an': -936}
  • id: 19312170
    {'hecke_orbit_code': 4503599728034086, 'n': 31, 'trace_an': 7128}
  • id: 19312171
    {'hecke_orbit_code': 4503599728034086, 'n': 32, 'trace_an': -1024}
  • id: 19312172
    {'hecke_orbit_code': 4503599728034086, 'n': 33, 'trace_an': -5976}
  • id: 19312173
    {'hecke_orbit_code': 4503599728034086, 'n': 34, 'trace_an': 6328}
  • id: 19312174
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  • id: 19312367
    {'hecke_orbit_code': 4503599728034086, 'n': 809, 'trace_an': 19078682}
  • id: 19312368
    {'hecke_orbit_code': 4503599728034086, 'n': 811, 'trace_an': -10941436}
  • id: 19312369
    {'hecke_orbit_code': 4503599728034086, 'n': 821, 'trace_an': 21259366}
  • id: 19312370
    {'hecke_orbit_code': 4503599728034086, 'n': 823, 'trace_an': -14225648}
  • id: 19312371
    {'hecke_orbit_code': 4503599728034086, 'n': 827, 'trace_an': 2761032}
  • id: 19312372
    {'hecke_orbit_code': 4503599728034086, 'n': 829, 'trace_an': 38214674}
  • id: 19312373
    {'hecke_orbit_code': 4503599728034086, 'n': 839, 'trace_an': -10604416}
  • id: 19312374
    {'hecke_orbit_code': 4503599728034086, 'n': 841, 'trace_an': 4030967}
  • id: 19312375
    {'hecke_orbit_code': 4503599728034086, 'n': 853, 'trace_an': 40700866}
  • id: 19312376
    {'hecke_orbit_code': 4503599728034086, 'n': 857, 'trace_an': 31012002}
  • id: 19312377
    {'hecke_orbit_code': 4503599728034086, 'n': 859, 'trace_an': -10910372}
  • id: 19312378
    {'hecke_orbit_code': 4503599728034086, 'n': 863, 'trace_an': 10408940}
  • id: 19312379
    {'hecke_orbit_code': 4503599728034086, 'n': 877, 'trace_an': 16406350}
  • id: 19312380
    {'hecke_orbit_code': 4503599728034086, 'n': 881, 'trace_an': -14857662}
  • id: 19312381
    {'hecke_orbit_code': 4503599728034086, 'n': 883, 'trace_an': -27201772}
  • id: 19312382
    {'hecke_orbit_code': 4503599728034086, 'n': 887, 'trace_an': -27124176}
  • id: 19312383
    {'hecke_orbit_code': 4503599728034086, 'n': 907, 'trace_an': -8422692}
  • id: 19312384
    {'hecke_orbit_code': 4503599728034086, 'n': 911, 'trace_an': 30863748}
  • id: 19312385
    {'hecke_orbit_code': 4503599728034086, 'n': 919, 'trace_an': 4938952}
  • id: 19312386
    {'hecke_orbit_code': 4503599728034086, 'n': 929, 'trace_an': -5625750}
  • id: 19312387
    {'hecke_orbit_code': 4503599728034086, 'n': 937, 'trace_an': -26007338}
  • id: 19312388
    {'hecke_orbit_code': 4503599728034086, 'n': 941, 'trace_an': -3021602}
  • id: 19312389
    {'hecke_orbit_code': 4503599728034086, 'n': 947, 'trace_an': -34828192}
  • id: 19312390
    {'hecke_orbit_code': 4503599728034086, 'n': 953, 'trace_an': -9390086}
  • id: 19312391
    {'hecke_orbit_code': 4503599728034086, 'n': 961, 'trace_an': 22179233}
  • id: 19312392
    {'hecke_orbit_code': 4503599728034086, 'n': 967, 'trace_an': 14476832}
  • id: 19312393
    {'hecke_orbit_code': 4503599728034086, 'n': 971, 'trace_an': -9249756}
  • id: 19312394
    {'hecke_orbit_code': 4503599728034086, 'n': 977, 'trace_an': -49778022}
  • id: 19312395
    {'hecke_orbit_code': 4503599728034086, 'n': 983, 'trace_an': 8956008}
  • id: 19312396
    {'hecke_orbit_code': 4503599728034086, 'n': 991, 'trace_an': 26240048}
  • id: 19312397
    {'hecke_orbit_code': 4503599728034086, 'n': 997, 'trace_an': -28050638}