Embedded newform data - 126.6.a.k.1.1

Formats: - HTML - YAML - JSON - 2025-12-15T02:32:33.434935

• 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': 4536, 'analytic_conductor': 20.20836129643556, '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': [126, 1, [29, 73], [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, [-54, 1]], [11, [216, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996374368382, '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': '126.6.a.k', 'level': 126, '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.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}+54q^{5}+7^{2}q^{7}+2^{6}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '126.6.a', 'trace_display': [4, 0, 54, 49], 'trace_hash': 1095752910821890476, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.822', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.317', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4, 0, 16, 54, 0, 49, 64, 0, 216, -216, 0, 998, 196, 0, 256, -1302, 0, 884, 864, 0, -864, 2268, 0, -209, 3992, 0, 784, 1482, 0, 8360, 1024, 0, -5208, 2646, 0, -4714, 3536, 0, 3456, 9786, 0, 19436, -3456, 0, 9072, -22200, 0, 2401, -836, 0, 15968, -26790, 0, -11664, 3136, 0, 5928, -28092, 0, -38866, 33440, 0, 4096, 53892, 0, 23948, -20832, 0, 10584, 20628, 0, 290, -18856, 0, 14144, -10584, 0, -99544, 13824, 0, 39144, -19308, 0, -70308, 77744, 0, -13824, -36390, 0, 48902, 36288, 0, -88800, 47736, 0, -79078, 9604, 0, -3344, -184626, 0, 64592, 63872, 0, -107160, -149592, 0, -63826, -46656, 0, 12544, 71022, 0, 122472, 23712, 0, -112368, -63798, 0, -114395, -155464, 0, 133760, -180036, 0, 269624, 16384, 0, 215568, -81180, 0, 43316, 95792, 0, -83328, 260910, 0, -297964, 42336, 0, 82512, -215568, 0, 80028, 1160, 0, -75424, 398970, 0, 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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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-0.14772377784708027, -0.23477755524761743, -0.2733743988118872, -0.2825516071870223, -0.14239158994267107, -0.19977902189453156, -0.3241428318370715, -0.20743600932137968, -0.32990003085715625], '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': 11, 'hecke_orbit_code': 45035996374368382, 'label': '126.6.a.k.1.1', 'level': 126, 'weight': 6}
• 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': [1, 1, 2, 1, 1, 1, 2, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [11, 15, 13, 12, 13, 13, 13, 10], 'Nk2': 4536, 'analytic_conductor': 20.20836129643556, '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': [126, 1, [29, 73], [1, 1]], 'conrey_index': 1, 'cusp_dim': 112, 'dim': 12, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663422, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'label': '126.6.a', 'level': 126, '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': 128, 'mf_new_dim': 12, 'num_forms': 12, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 144, 'trace_bound': 11, 'trace_display': [8, 0, -138, 0], 'traces': [12, 8, 0, 192, -138, 0, 0, 128, 0, -312, -36, 0, 1590, 392, 0, 3072, -1236, 0, -4122, -2208, 0, 1872, 4536, 0, -6096, -3512, 0, 0, 14388, 0, 25068, 2048, 0, 11040, 8526, 0, 1668, -1832, 0, -4992, 6804, 0, 3564, -576, 0, -29280, -3780, 0, 28812, 20264, 0, 25440, -7776, 0, 73800, 6272, 0, -2208, -61206, 0, -10542, 27568, 0, 49152, -85692, 0, -144552, -19776, 0, -1176, 63768, 0, 48912, 49888, 0, -65952, 47628, 0, 16920, -35328, 0, -137472, 168402, 0, -110988, -96560, 0, 29952, -172704, 0, -11466, 72576, 0, 82608, 305640, 0, -328020, 19208, 0, -97536, -663738, 0, 8916, -56192, 0, 70416, -243168, 0, 179532, -244320, 0, 0, 348492, 0, -261504, 230208, 0, -233112, 278124, 0, 750060, -547784, 0, 401088, 243948, 0, -596256, 32768, 0, -28944, 297642, 0, -264306, 369472, 0, 176640, 405192, 0, -450006, 136416, 0, 317664, -1812840, 0, 923820, -138896, 0, 26688, -571464, 0, 91584, -29312, 0, -322224, 1765728, 0, 228822, 775456, 0, -79872, 229320, 0, 101628, 108864, 0, -291000, -56316, 0, 936912, 278256, 0, 57024, 792858, 0, 574476, -9216, 0, -650256, -428160, 0, -1066794, 340648, 0, -468480, -977340, 0, 1543272, -60480, 0, 840096, -868680, 0, -270636, -1176992, 0, 460992, 771624, 0, 1272972, 324224, 0, 248328, -153468, 0, -126876, -93680, 0, 407040, 1108416, 0, -11160, -124416, 0, -2812512, -596808, 0, 360444, -1154432, 0, 1180800, -699276, 0, -794952, 100352, 0, 1703904, 1529466, 0, -4359714, -818880, 0, -35328, -205440, 0, -4113696, -979296, 0, 578592, 94680, 0, -2264292, 512744, 0, -168672, -331338, 0, 3238896, 441088, 0, 1705872, -805866, 0, 2849280, 3963904, 0, 786432, 3637536, 0, 508620, -1371072, 0, -1931736, -5422152, 0, -2769060, 846328, 0, -2312832, 272922, 0, -2992464, -316416, 0, -1832688, 702276, 0, -938856, -4945880, 0, -18816, 1925904, 0, 865398, 1020288, 0, -147168, -1449420, 0, -1380492, 4668048, 0, 782592, -7306290, 0, 5391720, 798208, 0, -426768, 8626944, 0, 1301244, -5439488, 0, -1055232, -7803228, 0, -2615946, 762048, 0, 636288, 3793152, 0, 7722036, -5172344, 0, 270720, 3185160, 0, 8883672, -565248, 0, -324576, -1637940, 0, 19242, 4872208, 0, -2199552, -3837876, 0, 2880204, 2694432, 0, 4059408, 172008, 0, -7350252, 9883176, 0, -1775808, 11098368, 0, 0, -1544960, 0, -2932776, -7268220, 0, -8823954, 2272424, 0, 479232, 9598464, 0, -5045232, -2763264, 0, 9574752, -1493280, 0, 13175904, -12532088, 0, -183456, -2085156, 0, -9070488, 1161216, 0, 1383600, -3984288, 0, 11012352, 11253024, 0, 1321728, -3702228, 0, 4762212, 4890240, 0, 2929056, 9992316, 0, 1838088, -9469184, 0, -5248320, -2449788, 0, -419088, 307328, 0, -336336, -1932576, 0, -2528754, -2185424, 0, -1560576, -2777532, 0, -13535472, -10619808, 0, -3005856, 2794920, 0, -5708196, 8494896, 0, 142656, -3708222, 0, -11777832, -899072, 0, 4924032, 11737350, 0, -1066296, 3903424, 0, 1126656, 19746444, 0, 4996530, -3890688, 0, 6688800, -12173640, 0, 13591764, 4229680, 0, 2872512, -12823728, 0, 5939088, -3909120, 0, -3940944, -11182968, 0, -5634300, -26321696, 0, 0, 9218112, 0, 17529672, 5575872, 0, -2373912, -2994684, 0, 10178724, 9614248, 0, -4184064, 5943666, 0, -6039216, 3683328, 0, -14131728, 12666882, 0, -6128136, -2785920, 0, -3729792, -18575088, 0, -14523966, 4449984, 0, -20732064, -15529692, 0, -7947276, -6650720, 0, 12000960, -26413332, 0, -13971720, -8764544, 0, -749112, 21096504, 0, 1203072, 26646080, 0, 6417408, 960792, 0, -9543384, 3903168, 0, 9824856, 12861384, 0, -9913044, 17662464, 0, -9540096, 17325834, 0, 7355880, 524288, 0, 8008368, -2197968, 0, 20810784, 9905056, 0, -463104, -43242348, 0, -35967666, 4762272, 0, 7132896, -19721832, 0, -954900, -36294576, 0, -4228896, 23077380, 0, 19875528, 5911552, 0, -9646632, -86436, 0, -3922176, 2517760, 0, 2826240, 9228372, 0, -1385100, 6483072, 0, 15261360, 25193844, 0, -774984, -20387408, 0, -7200096, 5035608, 0, 46583688, 2182656, 0, -9851088, -13250226, 0, 276708, -7522472, 0, 5082624, -20937036, 0, 13544532, -29005440, 0, -395136, 25296072, 0, 9764088, 25959320, 0, 14781120, 1248618, 0, 46974360, -2222336, 0, 14225448, 21439950, 0, -21124488, 13406496, 0, 427008, 23451528, 0, -6574428, -9143424, 0, 8068224, -1200096, 0, -63825816, 15608656, 0, 1465344, -26951730, 0, 15540240, -468992, 0, -26765712, -27879504, 0, 59029284, -52787048, 0, -5155584, 20614308, 0, 5526582, 28251648, 0, 12163776, -10816848, 0, -36231864, 6633472, 0, 3661152, 36166464, 0, -42044616, 12407296, 0, -19448208, 10898064, 0, 3817590, -23736864, 0, -1277952, 14814996, 0, 16957554, 3669120, 0, 28340784, -44556636, 0, -30462144, -8578376, 0, 1626048, -11015412, 0, 30194232, 1741824, 0, -4880400, 1718364, 0, -3663366, 36460624, 0, -4656000, -11702376, 0, -35789808, -901056, 0, 12304992, 44867640, 0, 36896880, 8584768, 0, 14990592, 32882082, 0, -22560972, 4452096, 0, -28800384, -1161864, 0, 30263460, 941192, 0, 912384, 4906668, 0, -78042, 12685728, 0, 1044336, -69108936, 0, -8620368, -33517208, 0, 9191616, 50173884, 0, 4220508, -147456, 0, 34377648, -15032514, 0, 65766852, 27544704, 0, -10404096, -41467968, 0, -5328624, -6850560, 0, -23721024, -8466204, 0, -27558972, -35560968, 0, -17068704, -38811372, 0, -102618636, 5450368, 0, -53318832, -11384184, 0, 4079346, -11702240, 0, -7495680, 7420848, 0, 39211548, -15637440, 0, -17670576, -35674320, 0, 21800124, 14805904, 0, 24692352, 2041536, 0, -33078888, -967680, 0, 28699344, 24813888, 0, -69392796, 59378608, 0, 13441536, 41965308, 0, 46759524, -13898880, 0, 27489072, -53587968, 0, 95222772, 7399392, 0, -4330176, 38386974, 0, -38490108, -18831872, 0, -32109984, 4707468, 0, -76654368, -17738496, 0, 7375872, -20495292, 0, -28866642, 12345984, 0, -67706880, -16371684, 0, -73858404, 13385320, 0, 20367552, -64341558, 0, 59390616, 5187584, 0, -15968448, 37091544, 0, 4501728, -22672576, 0, 3973248, -56592252, 0, 154383102, -2455488, 0, -13673760, 107744904, 0, -62880816, -19201952, 0, -2030016, -6841728, 0, -9651744, -1498880, 0, 17850504, -9889536, 0, 40763538, -27331872, 0, 6512640, -2967636, 0, 20352240, 17734656, 0, -53717928, 23558796, 0, 39701604, 25247728, 0, -178560, 49504458, 0, -29435280, -1990656, 0, 21248832, -4083312, 0, -80934738, -6571880, 0, -45000192, 57975420, 0, 39116202, -9548928, 0, 108213216, 108949896, 0, 76855836, -23754560, 0, 5767104, -33760416, 0, -92682360, -18470912, 0, 127389888, -30408420, 0, -29633052, 75605248, 0, 18892800, -10895016, 0, -52907904, -11188416, 0, -26597952, -14044020, 0, 56097552, -27184848, 0, -12719232, -119562696, 0, -60569064, 1605632, 0, 116967600, 73244616, 0, -59013672, 14476704, 0, 27262464, 62368884, 0, -125250432, 24471456, 0, -26612880, -62380800, 0, -30696096, -7051328, 0, -69755424, -932862, 0, 14685696, -13102080, 0, -6510024, 32456208, 0, 145230036, -40889600, 0, -565248, 2272476, 0, -9896922, -3287040, 0, -3818616, 58685136, 0, 187105536, -31588928, 0, -65819136, -4397274, 0, 111802800, -15668736, 0, -70688064, -98850132, 0, 46143036, 70819528, 0, 9257472, -14836032, 0, 136734144, 1514880, 0, -10736304, -16467528, 0, 178163868, 1555952, 0, -36228672, -100365636, 0, 9120456, 8203904, 0, 18551952, -33607494, 0, -50870526, 62552032, 0, -2698752, 13899912, 0, -290563800, -5301408, 0, 7706496, 56979852, 0, 68392188, 27602016, 0, 51822336, 125790528, 0, 120981456, 7057408, 0, -5687136, -107577840, 0, -102916662, -44733248, 0, 27293952], '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: 47143388
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374368382, 'target_is_minimal': False, 'target_label': '126.6.a.k.1.1', 'target_level': 126, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 47143389
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663338, 'target_is_minimal': True, 'target_label': '42.6.a.a.1.1', 'target_level': 42, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 47143390
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 103582791530185712, 'target_is_minimal': False, 'target_label': '1008.6.a.x.1.1', 'target_level': 1008, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47143391
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394883851122, 'target_is_minimal': False, 'target_label': '882.6.a.o.1.1', 'target_level': 882, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 47143392
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396746998096, 'target_is_minimal': False, 'target_label': '336.6.a.j.1.1', 'target_level': 336, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 47143393
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050807200711706, 'target_is_minimal': False, 'target_label': '1050.6.g.o.799.1', 'target_level': 1050, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 47143394
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 799, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 63050807200711706, 'target_is_minimal': False, 'target_label': '1050.6.g.o.799.2', 'target_level': 1050, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 6}
  • id: 47143395
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795256480794, 'target_is_minimal': False, 'target_label': '1050.6.a.n.1.1', 'target_level': 1050, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
  • id: 47143396
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561468643868966, 'target_is_minimal': False, 'target_label': '294.6.e.r.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 47143397
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525472370164006, 'target_is_minimal': False, 'target_label': '294.6.e.h.67.1', 'target_level': 294, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 47143398
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561468643868966, 'target_is_minimal': False, 'target_label': '294.6.e.r.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 47143399
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525472370164006, 'target_is_minimal': False, 'target_label': '294.6.e.h.79.1', 'target_level': 294, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 47143400
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 45035996374368382, 'source_is_minimal': False, 'source_label': '126.6.a.k.1.1', 'source_level': 126, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257062, 'target_is_minimal': False, 'target_label': '294.6.a.h.1.1', 'target_level': 294, 'twist_class_label': '42.6.a.a.1.1', 'twist_class_level': 42, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 180200
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 2}
  • id: 180201
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 3}
  • id: 180202
    {'charpoly_factorization': [[[-54, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 5}
  • id: 180203
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 7}
  • id: 180204
    {'charpoly_factorization': [[[216, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 11}
  • id: 180205
    {'charpoly_factorization': [[[-998, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 13}
  • id: 180206
    {'charpoly_factorization': [[[1302, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 17}
  • id: 180207
    {'charpoly_factorization': [[[-884, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 19}
  • id: 180208
    {'charpoly_factorization': [[[-2268, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 23}
  • id: 180209
    {'charpoly_factorization': [[[-1482, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 29}
  • id: 180210
    {'charpoly_factorization': [[[-8360, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 31}
  • id: 180211
    {'charpoly_factorization': [[[4714, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 37}
  • id: 180212
    {'charpoly_factorization': [[[-9786, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 41}
  • id: 180213
    {'charpoly_factorization': [[[-19436, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 43}
  • id: 180214
    {'charpoly_factorization': [[[22200, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 47}
  • id: 180215
    {'charpoly_factorization': [[[26790, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 53}
  • id: 180216
    {'charpoly_factorization': [[[28092, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 59}
  • id: 180217
    {'charpoly_factorization': [[[38866, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 61}
  • id: 180218
    {'charpoly_factorization': [[[-23948, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 67}
  • id: 180219
    {'charpoly_factorization': [[[-20628, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 71}
  • id: 180220
    {'charpoly_factorization': [[[-290, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 73}
  • id: 180221
    {'charpoly_factorization': [[[99544, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 79}
  • id: 180222
    {'charpoly_factorization': [[[19308, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 83}
  • id: 180223
    {'charpoly_factorization': [[[36390, 1], 1]], 'hecke_orbit_code': 45035996374368382, 'p': 89}
  • id: 180224
    {'charpoly_factorization': [[[79078, 1], 1]], 'hecke_orbit_code': 45035996374368382, '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': 11, 'label': '126.6.a.k', 'level': 126, '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: 55274671
    {'hecke_orbit_code': 45035996374368382, 'n': 1, 'trace_an': 1}
  • id: 55274672
    {'hecke_orbit_code': 45035996374368382, 'n': 2, 'trace_an': 4}
  • id: 55274673
    {'hecke_orbit_code': 45035996374368382, 'n': 3, 'trace_an': 0}
  • id: 55274674
    {'hecke_orbit_code': 45035996374368382, 'n': 4, 'trace_an': 16}
  • id: 55274675
    {'hecke_orbit_code': 45035996374368382, 'n': 5, 'trace_an': 54}
  • id: 55274676
    {'hecke_orbit_code': 45035996374368382, 'n': 6, 'trace_an': 0}
  • id: 55274677
    {'hecke_orbit_code': 45035996374368382, 'n': 7, 'trace_an': 49}
  • id: 55274678
    {'hecke_orbit_code': 45035996374368382, 'n': 8, 'trace_an': 64}
  • id: 55274679
    {'hecke_orbit_code': 45035996374368382, 'n': 9, 'trace_an': 0}
  • id: 55274680
    {'hecke_orbit_code': 45035996374368382, 'n': 10, 'trace_an': 216}
  • id: 55274681
    {'hecke_orbit_code': 45035996374368382, 'n': 11, 'trace_an': -216}
  • id: 55274682
    {'hecke_orbit_code': 45035996374368382, 'n': 12, 'trace_an': 0}
  • id: 55274683
    {'hecke_orbit_code': 45035996374368382, 'n': 13, 'trace_an': 998}
  • id: 55274684
    {'hecke_orbit_code': 45035996374368382, 'n': 14, 'trace_an': 196}
  • id: 55274685
    {'hecke_orbit_code': 45035996374368382, 'n': 15, 'trace_an': 0}
  • id: 55274686
    {'hecke_orbit_code': 45035996374368382, 'n': 16, 'trace_an': 256}
  • id: 55274687
    {'hecke_orbit_code': 45035996374368382, 'n': 17, 'trace_an': -1302}
  • id: 55274688
    {'hecke_orbit_code': 45035996374368382, 'n': 18, 'trace_an': 0}
  • id: 55274689
    {'hecke_orbit_code': 45035996374368382, 'n': 19, 'trace_an': 884}
  • id: 55274690
    {'hecke_orbit_code': 45035996374368382, 'n': 20, 'trace_an': 864}
  • id: 55274691
    {'hecke_orbit_code': 45035996374368382, 'n': 21, 'trace_an': 0}
  • id: 55274692
    {'hecke_orbit_code': 45035996374368382, 'n': 22, 'trace_an': -864}
  • id: 55274693
    {'hecke_orbit_code': 45035996374368382, 'n': 23, 'trace_an': 2268}
  • id: 55274694
    {'hecke_orbit_code': 45035996374368382, 'n': 24, 'trace_an': 0}
  • id: 55274695
    {'hecke_orbit_code': 45035996374368382, 'n': 25, 'trace_an': -209}
  • id: 55274696
    {'hecke_orbit_code': 45035996374368382, 'n': 26, 'trace_an': 3992}
  • id: 55274697
    {'hecke_orbit_code': 45035996374368382, 'n': 27, 'trace_an': 0}
  • id: 55274698
    {'hecke_orbit_code': 45035996374368382, 'n': 28, 'trace_an': 784}
  • id: 55274699
    {'hecke_orbit_code': 45035996374368382, 'n': 29, 'trace_an': 1482}
  • id: 55274700
    {'hecke_orbit_code': 45035996374368382, 'n': 30, 'trace_an': 0}
  • id: 55274701
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  • id: 55274896
    {'hecke_orbit_code': 45035996374368382, 'n': 787, 'trace_an': -16551460}
  • id: 55274897
    {'hecke_orbit_code': 45035996374368382, 'n': 797, 'trace_an': -2910570}
  • id: 55274898
    {'hecke_orbit_code': 45035996374368382, 'n': 809, 'trace_an': 11625222}
  • id: 55274899
    {'hecke_orbit_code': 45035996374368382, 'n': 811, 'trace_an': 30901988}
  • id: 55274900
    {'hecke_orbit_code': 45035996374368382, 'n': 821, 'trace_an': 22287018}
  • id: 55274901
    {'hecke_orbit_code': 45035996374368382, 'n': 823, 'trace_an': -16489504}
  • id: 55274902
    {'hecke_orbit_code': 45035996374368382, 'n': 827, 'trace_an': 23745672}
  • id: 55274903
    {'hecke_orbit_code': 45035996374368382, 'n': 829, 'trace_an': 26086502}
  • id: 55274904
    {'hecke_orbit_code': 45035996374368382, 'n': 839, 'trace_an': -10087248}
  • id: 55274905
    {'hecke_orbit_code': 45035996374368382, 'n': 841, 'trace_an': -18314825}
  • id: 55274906
    {'hecke_orbit_code': 45035996374368382, 'n': 853, 'trace_an': -24362986}
  • id: 55274907
    {'hecke_orbit_code': 45035996374368382, 'n': 857, 'trace_an': -2456118}
  • id: 55274908
    {'hecke_orbit_code': 45035996374368382, 'n': 859, 'trace_an': 8629820}
  • id: 55274909
    {'hecke_orbit_code': 45035996374368382, 'n': 863, 'trace_an': -10519932}
  • id: 55274910
    {'hecke_orbit_code': 45035996374368382, 'n': 877, 'trace_an': -11453986}
  • id: 55274911
    {'hecke_orbit_code': 45035996374368382, 'n': 881, 'trace_an': 11813418}
  • id: 55274912
    {'hecke_orbit_code': 45035996374368382, 'n': 883, 'trace_an': 4632212}
  • id: 55274913
    {'hecke_orbit_code': 45035996374368382, 'n': 887, 'trace_an': -44772768}
  • id: 55274914
    {'hecke_orbit_code': 45035996374368382, 'n': 907, 'trace_an': -20835652}
  • id: 55274915
    {'hecke_orbit_code': 45035996374368382, 'n': 911, 'trace_an': -5278692}
  • id: 55274916
    {'hecke_orbit_code': 45035996374368382, 'n': 919, 'trace_an': 25128632}
  • id: 55274917
    {'hecke_orbit_code': 45035996374368382, 'n': 929, 'trace_an': -13804206}
  • id: 55274918
    {'hecke_orbit_code': 45035996374368382, 'n': 937, 'trace_an': -47330710}
  • id: 55274919
    {'hecke_orbit_code': 45035996374368382, 'n': 941, 'trace_an': 32557038}
  • id: 55274920
    {'hecke_orbit_code': 45035996374368382, 'n': 947, 'trace_an': 5271168}
  • id: 55274921
    {'hecke_orbit_code': 45035996374368382, 'n': 953, 'trace_an': -8205786}
  • id: 55274922
    {'hecke_orbit_code': 45035996374368382, 'n': 961, 'trace_an': 41260449}
  • id: 55274923
    {'hecke_orbit_code': 45035996374368382, 'n': 967, 'trace_an': -11811808}
  • id: 55274924
    {'hecke_orbit_code': 45035996374368382, 'n': 971, 'trace_an': 36770172}
  • id: 55274925
    {'hecke_orbit_code': 45035996374368382, 'n': 977, 'trace_an': 18518262}
  • id: 55274926
    {'hecke_orbit_code': 45035996374368382, 'n': 983, 'trace_an': -27216936}
  • id: 55274927
    {'hecke_orbit_code': 45035996374368382, 'n': 991, 'trace_an': 16339808}
  • id: 55274928
    {'hecke_orbit_code': 45035996374368382, 'n': 997, 'trace_an': -30206218}