Embedded newform data - 126.6.a.i.1.1

Formats: - HTML - YAML - JSON - 2024-09-09T15:51:01.189515

• 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': 1, '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, [26, 1]], [11, [664, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797119627390, '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.i', '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.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}-26q^{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, -26, -49], 'trace_hash': 82303194348448612, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.962', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.875', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.551', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4, 0, 16, -26, 0, -49, 64, 0, -104, -664, 0, 318, -196, 0, 256, -1582, 0, 236, -416, 0, -2656, -2212, 0, -2449, 1272, 0, -784, 4954, 0, -7128, 1024, 0, -6328, 1274, 0, 4358, 944, 0, -1664, -10542, 0, -8452, -10624, 0, -8848, -5352, 0, 2401, -9796, 0, 5088, 33354, 0, 17264, -3136, 0, 19816, 15436, 0, -36762, -28512, 0, 4096, -8268, 0, 40972, -25312, 0, 5096, 9092, 0, -73454, 17432, 0, 3776, 32536, 0, 89400, -6656, 0, -42168, 6428, 0, 41132, -33808, 0, -42496, 122658, 0, -15582, -35392, 0, -21408, -6136, 0, 21370, 9604, 0, -39184, 36814, 0, 104528, 20352, 0, 133416, -214440, 0, 28798, 69056, 0, -12544, 56014, 0, 57512, 79264, 0, 61744, 77518, 0, 279845, -147048, 0, -114048, 144924, 0, 185400, 16384, 0, -33072, -64532, 0, -11564, 163888, 0, -101248, -152930, 0, -343460, 20384, 0, 36368, -211152, 0, -128804, -293816, 0, 69728, 174858, 0, -452552, 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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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• 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': [1, 1, 2, 1, 1, 1, 2, 3], '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: 46579403
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 46579404
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 46579405
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 46579406
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 46579407
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 46579408
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '15.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 46579409
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '15.8', 'twisting_conrey_index': 8, 'weight': 6}
  • id: 46579410
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
  • id: 46579411
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 46579412
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 46579413
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 46579414
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 46579415
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 36028797119627390, 'source_is_minimal': False, 'source_label': '126.6.a.i.1.1', 'source_level': 126, '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': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 178575
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 2}
  • id: 178576
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 3}
  • id: 178577
    {'charpoly_factorization': [[[26, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 5}
  • id: 178578
    {'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 7}
  • id: 178579
    {'charpoly_factorization': [[[664, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 11}
  • id: 178580
    {'charpoly_factorization': [[[-318, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 13}
  • id: 178581
    {'charpoly_factorization': [[[1582, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 17}
  • id: 178582
    {'charpoly_factorization': [[[-236, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 19}
  • id: 178583
    {'charpoly_factorization': [[[2212, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 23}
  • id: 178584
    {'charpoly_factorization': [[[-4954, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 29}
  • id: 178585
    {'charpoly_factorization': [[[7128, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 31}
  • id: 178586
    {'charpoly_factorization': [[[-4358, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 37}
  • id: 178587
    {'charpoly_factorization': [[[10542, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 41}
  • id: 178588
    {'charpoly_factorization': [[[8452, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 43}
  • id: 178589
    {'charpoly_factorization': [[[5352, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 47}
  • id: 178590
    {'charpoly_factorization': [[[-33354, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 53}
  • id: 178591
    {'charpoly_factorization': [[[-15436, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 59}
  • id: 178592
    {'charpoly_factorization': [[[36762, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 61}
  • id: 178593
    {'charpoly_factorization': [[[-40972, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 67}
  • id: 178594
    {'charpoly_factorization': [[[-9092, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 71}
  • id: 178595
    {'charpoly_factorization': [[[73454, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 73}
  • id: 178596
    {'charpoly_factorization': [[[-89400, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 79}
  • id: 178597
    {'charpoly_factorization': [[[-6428, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 83}
  • id: 178598
    {'charpoly_factorization': [[[-122658, 1], 1]], 'hecke_orbit_code': 36028797119627390, 'p': 89}
  • id: 178599
    {'charpoly_factorization': [[[-21370, 1], 1]], 'hecke_orbit_code': 36028797119627390, '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': 9, 'label': '126.6.a.i', 'level': 126, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51754261
    {'hecke_orbit_code': 36028797119627390, 'n': 1, 'trace_an': 1}
  • id: 51754262
    {'hecke_orbit_code': 36028797119627390, 'n': 2, 'trace_an': 4}
  • id: 51754263
    {'hecke_orbit_code': 36028797119627390, 'n': 3, 'trace_an': 0}
  • id: 51754264
    {'hecke_orbit_code': 36028797119627390, 'n': 4, 'trace_an': 16}
  • id: 51754265
    {'hecke_orbit_code': 36028797119627390, 'n': 5, 'trace_an': -26}
  • id: 51754266
    {'hecke_orbit_code': 36028797119627390, 'n': 6, 'trace_an': 0}
  • id: 51754267
    {'hecke_orbit_code': 36028797119627390, 'n': 7, 'trace_an': -49}
  • id: 51754268
    {'hecke_orbit_code': 36028797119627390, 'n': 8, 'trace_an': 64}
  • id: 51754269
    {'hecke_orbit_code': 36028797119627390, 'n': 9, 'trace_an': 0}
  • id: 51754270
    {'hecke_orbit_code': 36028797119627390, 'n': 10, 'trace_an': -104}
  • id: 51754271
    {'hecke_orbit_code': 36028797119627390, 'n': 11, 'trace_an': -664}
  • id: 51754272
    {'hecke_orbit_code': 36028797119627390, 'n': 12, 'trace_an': 0}
  • id: 51754273
    {'hecke_orbit_code': 36028797119627390, 'n': 13, 'trace_an': 318}
  • id: 51754274
    {'hecke_orbit_code': 36028797119627390, 'n': 14, 'trace_an': -196}
  • id: 51754275
    {'hecke_orbit_code': 36028797119627390, 'n': 15, 'trace_an': 0}
  • id: 51754276
    {'hecke_orbit_code': 36028797119627390, 'n': 16, 'trace_an': 256}
  • id: 51754277
    {'hecke_orbit_code': 36028797119627390, 'n': 17, 'trace_an': -1582}
  • id: 51754278
    {'hecke_orbit_code': 36028797119627390, 'n': 18, 'trace_an': 0}
  • id: 51754279
    {'hecke_orbit_code': 36028797119627390, 'n': 19, 'trace_an': 236}
  • id: 51754280
    {'hecke_orbit_code': 36028797119627390, 'n': 20, 'trace_an': -416}
  • id: 51754281
    {'hecke_orbit_code': 36028797119627390, 'n': 21, 'trace_an': 0}
  • id: 51754282
    {'hecke_orbit_code': 36028797119627390, 'n': 22, 'trace_an': -2656}
  • id: 51754283
    {'hecke_orbit_code': 36028797119627390, 'n': 23, 'trace_an': -2212}
  • id: 51754284
    {'hecke_orbit_code': 36028797119627390, 'n': 24, 'trace_an': 0}
  • id: 51754285
    {'hecke_orbit_code': 36028797119627390, 'n': 25, 'trace_an': -2449}
  • id: 51754286
    {'hecke_orbit_code': 36028797119627390, 'n': 26, 'trace_an': 1272}
  • id: 51754287
    {'hecke_orbit_code': 36028797119627390, 'n': 27, 'trace_an': 0}
  • id: 51754288
    {'hecke_orbit_code': 36028797119627390, 'n': 28, 'trace_an': -784}
  • id: 51754289
    {'hecke_orbit_code': 36028797119627390, 'n': 29, 'trace_an': 4954}
  • id: 51754290
    {'hecke_orbit_code': 36028797119627390, 'n': 30, 'trace_an': 0}
  • id: 51754291
    {'hecke_orbit_code': 36028797119627390, 'n': 31, 'trace_an': -7128}
  • id: 51754292
    {'hecke_orbit_code': 36028797119627390, 'n': 32, 'trace_an': 1024}
  • id: 51754293
    {'hecke_orbit_code': 36028797119627390, 'n': 33, 'trace_an': 0}
  • id: 51754294
    {'hecke_orbit_code': 36028797119627390, 'n': 34, 'trace_an': -6328}
  • id: 51754295
    {'hecke_orbit_code': 36028797119627390, 'n': 35, 'trace_an': 1274}
  • id: 51754296
    {'hecke_orbit_code': 36028797119627390, 'n': 36, 'trace_an': 0}
  • id: 51754297
    {'hecke_orbit_code': 36028797119627390, 'n': 37, 'trace_an': 4358}
  • id: 51754298
    {'hecke_orbit_code': 36028797119627390, 'n': 38, 'trace_an': 944}
  • id: 51754299
    {'hecke_orbit_code': 36028797119627390, 'n': 39, 'trace_an': 0}
  • id: 51754300
    {'hecke_orbit_code': 36028797119627390, 'n': 40, 'trace_an': -1664}
  • id: 51754301
    {'hecke_orbit_code': 36028797119627390, 'n': 41, 'trace_an': -10542}
  • id: 51754302
    {'hecke_orbit_code': 36028797119627390, 'n': 42, 'trace_an': 0}
  • id: 51754303
    {'hecke_orbit_code': 36028797119627390, 'n': 43, 'trace_an': -8452}
  • id: 51754304
    {'hecke_orbit_code': 36028797119627390, 'n': 44, 'trace_an': -10624}
  • id: 51754305
    {'hecke_orbit_code': 36028797119627390, 'n': 45, 'trace_an': 0}
  • id: 51754306
    {'hecke_orbit_code': 36028797119627390, 'n': 46, 'trace_an': -8848}
  • id: 51754307
    {'hecke_orbit_code': 36028797119627390, 'n': 47, 'trace_an': -5352}
  • id: 51754308
    {'hecke_orbit_code': 36028797119627390, 'n': 48, 'trace_an': 0}
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  • id: 51754499
    {'hecke_orbit_code': 36028797119627390, 'n': 863, 'trace_an': -10408940}
  • id: 51754500
    {'hecke_orbit_code': 36028797119627390, 'n': 877, 'trace_an': 16406350}
  • id: 51754501
    {'hecke_orbit_code': 36028797119627390, 'n': 881, 'trace_an': -14857662}
  • id: 51754502
    {'hecke_orbit_code': 36028797119627390, 'n': 883, 'trace_an': -27201772}
  • id: 51754503
    {'hecke_orbit_code': 36028797119627390, 'n': 887, 'trace_an': -27124176}
  • id: 51754504
    {'hecke_orbit_code': 36028797119627390, 'n': 907, 'trace_an': -8422692}
  • id: 51754505
    {'hecke_orbit_code': 36028797119627390, 'n': 911, 'trace_an': -30863748}
  • id: 51754506
    {'hecke_orbit_code': 36028797119627390, 'n': 919, 'trace_an': 4938952}
  • id: 51754507
    {'hecke_orbit_code': 36028797119627390, 'n': 929, 'trace_an': -5625750}
  • id: 51754508
    {'hecke_orbit_code': 36028797119627390, 'n': 937, 'trace_an': 26007338}
  • id: 51754509
    {'hecke_orbit_code': 36028797119627390, 'n': 941, 'trace_an': -3021602}
  • id: 51754510
    {'hecke_orbit_code': 36028797119627390, 'n': 947, 'trace_an': 34828192}
  • id: 51754511
    {'hecke_orbit_code': 36028797119627390, 'n': 953, 'trace_an': 9390086}
  • id: 51754512
    {'hecke_orbit_code': 36028797119627390, 'n': 961, 'trace_an': 22179233}
  • id: 51754513
    {'hecke_orbit_code': 36028797119627390, 'n': 967, 'trace_an': 14476832}
  • id: 51754514
    {'hecke_orbit_code': 36028797119627390, 'n': 971, 'trace_an': -9249756}
  • id: 51754515
    {'hecke_orbit_code': 36028797119627390, 'n': 977, 'trace_an': 49778022}
  • id: 51754516
    {'hecke_orbit_code': 36028797119627390, 'n': 983, 'trace_an': 8956008}
  • id: 51754517
    {'hecke_orbit_code': 36028797119627390, 'n': 991, 'trace_an': 26240048}
  • id: 51754518
    {'hecke_orbit_code': 36028797119627390, 'n': 997, 'trace_an': 28050638}