Embedded newform data - 1100.6.a.a.1.1

Formats: - HTML - YAML - JSON - 2025-07-25T07:08:22.647923+00:00

• 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': 39600, 'analytic_conductor': 176.4222017942787, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [11, -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': [1100, 1, [551, 177, 101], [1, 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': [[3, [7, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100664396, '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': '1100.6.a.a', 'level': 1100, '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, 5, 11], 'level_radical': 110, 'minimal_twist': '44.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-7q^{3}+50q^{7}-194q^{9}+11^{2}q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1100.6.a', 'trace_display': [0, -7, 0, 50], 'trace_hash': 921531676784980067, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.973', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.105', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.992', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, -7, 0, 0, 0, 50, 0, -194, 0, 121, 0, 380, 0, 0, 0, 1154, 0, -1824, 0, -350, 0, -3591, 0, 0, 0, 3059, 0, 8032, 0, -2945, 0, -847, 0, 0, 0, -6979, 0, -2660, 0, -520, 0, 2486, 0, 0, 0, 6920, 0, -14307, 0, -8078, 0, 13718, 0, 0, 0, 12768, 0, -31779, 0, 34156, 0, -9700, 0, 0, 0, 61503, 0, 25137, 0, -14971, 0, 36444, 0, 0, 0, 6050, 0, -28538, 0, 25729, 0, -77482, 0, 0, 0, -56224, 0, 36271, 0, 19000, 0, 20615, 0, 0, 0, 49799, 0, -23474, 0, -153406, 0, 134720, 0, 0, 0, -169218, 0, -233206, 0, 48853, 0, -94329, 0, 0, 0, -73720, 0, 57700, 0, 14641, 0, 3640, 0, 0, 0, 259480, 0, -17402, 0, -85410, 0, -91200, 0, 0, 0, 427703, 0, 309690, 0, -48440, 0, 45980, 0, 0, 0, 100149, 0, 449846, 0, 405074, 0, -223876, 0, 0, 0, -339321, 0, -96026, 0, -179550, 0, -271396, 0, 0, 0, -72468, 0, -226893, 0, 353856, 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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-0.2754559808400648, -0.09683025662339671, -0.2029918617150415, -0.23524408570255517, -0.1639168329266249, -0.24344511520140244, -0.2154412583293658, -0.20204724174826982, -0.2084157214226626, -0.2845930860151928, -0.1823478519294573, -0.2830801530400597, -0.10822137209748092, -0.28332285416867, -0.20351274441321707, -0.33190559978678247, -0.07206402929228596, -0.3307904427243559, -0.23369495826099915, -0.25661961942291095, -0.3018341803582932, -0.25158910093647324, -0.3780193731785621, -0.24468240191331897, -0.3758425332917724, -0.31229138133455736, -0.24664984636671855, -0.2502455687369061, -0.2817266328498655, -0.23349342824044306, -0.1663481142797091, -0.10059587345735364, -0.10398102255164267, -0.2238637382112689, -0.2949431576748383, -0.142679160494563, -0.19478723381257793, -0.2826029829171909, -0.20454061205228863, -0.34477260848197455, -0.22148481637173809, -0.34358087951341615, -0.28574889097919787, -0.25348484834363205, -0.25296753122030224, -0.2940177787030124, -0.2775582695407661, -0.31160734968152337, -0.059263436712789525, -0.2183558138820199, -0.4292091914884471, -0.16405579016276545, -0.37562055492600427, -0.2620097743974282, -0.13693470309130623, -0.291707193584457, -0.1316067615220106, -0.1538852897252115, -0.15848533528849593, -0.32702804557976944, -0.2344621633688189, -0.14149743877768814, -0.2359648205382398, -0.24041108743917172, -0.37446642923894646, -0.2921558450527704, -0.29741628795399916, -0.1873230452727682, -0.23266990149960615, -0.08473535709166895, -0.24259949673316064, -0.1368432305699894, -0.4376018717747594, -0.08740918748979963, -0.3120858421833689, -0.349639301379557, -0.3752063299083555, -0.13213347395282315, -0.2977903410079391, -0.40988692488317996, -0.3181056182298309, -0.28998221225956805, -0.22312251102272843, -0.21084603067880311, -0.3068246537547606, -0.38017145189941326, -0.2394314307856619, -0.09342713561790437, -0.23909507737051244, -0.3702848258458863, -0.3156186556829849, -0.39024537562101774, -0.3347157956563563, -0.3566039999640062, -0.2953429285272391, -0.027779757385307476, -0.053643146907441035, -0.27908496482650186, -0.10509684801125688, -0.27183340465268846, -0.3536760960004583, -0.16838254890987658, -0.14003215051174558, -0.27187904347871744, -0.17448057977210366, -0.15203788691332393, -0.22132337784307268, -0.21525536728990333, -0.20891168661625587, -0.2051358029526115, -0.17582034385799689, -0.21907112851904104, -0.36631979644705465, -0.21930112128714876, -0.34519940956675144, -0.37485208124537134, -0.3273396015441785, -0.37020902421681345, -0.2980945224021955, -0.28910667900426584, -0.3119911174388331, -0.21494105700755514, -0.27544100427924084, -0.2884313054245171, -0.4493684048276082, -0.19268699331140526, -0.1836705903547761, -0.22002698803278672, -0.4065927591886852, -0.33315654713213183, -0.187595156259872, -0.25342241521065734, -0.29752359138298473, -0.3436282003581152, -0.35795916870089156, -0.27993905717036915, -0.3755714793606549, -0.12739188626010198, -0.3391222461377703, -0.1737177986744677, -0.2223593334991021, -0.20988595349398756, -0.21562794079848066, -0.22660220438311848, -0.2627268939874541, -0.28086702368377103, -0.2823339500922071, -0.19551132940306934, -0.23879161553208958, -0.20377622252496408, -0.23701159553996404, -0.2776091077576778, -0.26763783975672806, -0.32034232164693704, -0.18169306789756773, -0.23448729337228907, -0.2896772924658404, -0.06979670014597869, -0.43698897670603787, -0.18745440979456107, -0.2692582263670143, -0.390270111686304, -0.1947925821881814, -0.271783640136794, -0.20366535279988532, -0.34546939623652134, -0.15399783908111675, -0.15892638985870716, -0.34728362778796834, -0.19154219831147287, -0.24491802153572978, -0.2804622962370912, -0.3065956562660398, -0.3262402838686477, -0.2822399697272229, -0.12697407044622822, -0.14990050926999499, -0.1605137310407237, -0.38988037738859116, -0.17990375980472523, -0.2931031442263707, -0.2832133534647093, -0.14419329305970816, -0.09837595754908932, -0.21428711128093111, -0.2033275872422543, -0.09698132981082458, -0.40071791287620956, -0.1860404661608768, -0.27569785673522146, -0.25899688543420213, -0.25912537324177937, -0.3722153216595139, -0.1597318805466685, -0.4053012309116997, -0.3353876082035026, -0.06821644203255424, -0.30781812866500513, -0.39467696222954096], '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': 1, 'hecke_orbit_code': 100664396, 'label': '1100.6.a.a.1.1', 'level': 1100, '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': [0, 0, 0, 0, 19, 18, 20, 22], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6, 3, 3, 3, 3], 'ALdims_old': [105, 114, 111, 108, 92, 93, 91, 89], 'Nk2': 39600, 'analytic_conductor': 176.4222017942787, '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': [1100, 1, [551, 177, 101], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 882, 'dim': 79, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100664396, 'hecke_orbit_dims': [1, 2, 2, 3, 4, 4, 5, 8, 8, 8, 8, 12, 14], 'label': '1100.6.a', 'level': 1100, '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, 5, 11], 'level_radical': 110, 'mf_dim': 918, 'mf_new_dim': 79, 'num_forms': 13, 'plus_dim': 38, 'prim_orbit_index': 1, 'relative_dim': 79, 'sturm_bound': 1080, 'trace_bound': 7, 'trace_display': [0, -1, 0, 218], 'traces': [79, 0, -1, 0, 0, 0, 218, 0, 5988, 0, 121, 0, -1016, 0, 0, 0, 2234, 0, 1340, 0, 7478, 0, -10297, 0, 0, 0, 9125, 0, 360, 0, -2433, 0, -5929, 0, 0, 0, 23971, 0, -42240, 0, 55408, 0, 1470, 0, 0, 0, 20040, 0, 226503, 0, 26042, 0, 20326, 0, 0, 0, 11592, 0, -5307, 0, -24856, 0, 106184, 0, 0, 0, 32561, 0, 298233, 0, -11535, 0, 102104, 0, 0, 0, -38478, 0, -73102, 0, 343851, 0, 55374, 0, 0, 0, 104640, 0, -17513, 0, 68868, 0, 121405, 0, 0, 0, -134143, 0, -143022, 0, -20746, 0, -108728, 0, 0, 0, 117294, 0, 294642, 0, -27259, 0, -7215, 0, 0, 0, 52132, 0, 294932, 0, 1156639, 0, -491200, 0, 0, 0, 727436, 0, -239210, 0, 185774, 0, -594016, 0, 0, 0, -517759, 0, 120574, 0, 64712, 0, 6776, 0, 0, 0, 1112803, 0, 1183122, 0, 158358, 0, -550048, 0, 0, 0, 460945, 0, -613182, 0, 1647238, 0, 233764, 0, 0, 0, -299848, 0, 2656141, 0, 892508, 0, 825422, 0, 0, 0, 1116687, 0, -265031, 0, 620987, 0, 1736164, 0, 0, 0, -161414, 0, 3481958, 0, -1009667, 0, 1282400, 0, 0, 0, 307154, 0, -1989764, 0, 2486231, 0, 1241800, 0, 0, 0, -4147006, 0, 558052, 0, -1489232, 0, 692095, 0, 0, 0, -1376990, 0, -3140248, 0, -2165860, 0, 555403, 0, 0, 0, -3248506, 0, -786173, 0, -732050, 0, -484076, 0, 0, 0, 1267138, 0, 5513882, 0, -4034888, 0, -587056, 0, 0, 0, -1486448, 0, -3985098, 0, 2158537, 0, 267047, 0, 0, 0, -430862, 0, -3281446, 0, 3445164, 0, -1745558, 0, 0, 0, -614511, 0, 6494402, 0, -751808, 0, 1537768, 0, 0, 0, 5910930, 0, -8491566, 0, -3441298, 0, -3675816, 0, 0, 0, -1080840, 0, 13600673, 0, 6013439, 0, 1201740, 0, 0, 0, -1894255, 0, -550492, 0, -5114692, 0, -2921498, 0, 0, 0, 6197316, 0, -10227584, 0, -4670972, 0, 788511, 0, 0, 0, -10388203, 0, 1757888, 0, -943806, 0, -2277088, 0, 0, 0, -9816042, 0, -9336544, 0, -2826025, 0, 5099878, 0, 0, 0, 5002758, 0, 11942595, 0, 4478815, 0, 2672140, 0, 0, 0, 3514248, 0, -1544258, 0, -32763816, 0, -675509, 0, 0, 0, -6916052, 0, -3158844, 0, 11272483, 0, -14641, 0, 0, 0, -131801, 0, 24110696, 0, 8767368, 0, -443790, 0, 0, 0, -6948440, 0, -3417781, 0, 6942280, 0, 14303487, 0, 0, 0, 15235520, 0, 2896649, 0, 2915662, 0, 14580226, 0, 0, 0, 8899994, 0, 12995320, 0, -2592250, 0, -11923820, 0, 0, 0, -2359621, 0, -9076078, 0, 6040919, 0, 786534, 0, 0, 0, 14680406, 0, 8208396, 0, 32965334, 0, 15871200, 0, 0, 0, -12050512, 0, 2295612, 0, 24422946, 0, -3303779, 0, 0, 0, -23424536, 0, 6411876, 0, 12303680, 0, -7675819, 0, 0, 0, 3872274, 0, 14725483, 0, 362516, 0, 9498470, 0, 0, 0, 14685488, 0, -7528798, 0, -398044, 0, -4751123, 0, 0, 0, 618077, 0, 37232382, 0, 49198943, 0, -2774530, 0, 0, 0, -2907632, 0, -34539984, 0, 55330648, 0, -28221434, 0, 0, 0, 1205231, 0, 42972680, 0, -1377532, 0, 6064120, 0, 0, 0, 13681510, 0, 18739016, 0, -40468728, 0, 9920050, 0, 0, 0, 13637997, 0, -35949029, 0, -2279196, 0, 20404920, 0, 0, 0, -4508460, 0, 42390594, 0, 9061949, 0, -17698108, 0, 0, 0, 22380410, 0, 13144768, 0, 26263086, 0, -580440, 0, 0, 0, -29481341, 0, 387805, 0, -37295140, 0, -5799647, 0, 0, 0, 4474932, 0, 8989536, 0, -75908516, 0, 1615396, 0, 0, 0, 6068698, 0, -25506504, 0, -2688378, 0, -7282144, 0, 0, 0, 14208458, 0, 32928660, 0, 22600476, 0, 16292971, 0, 0, 0, -14625527, 0, -85218676, 0, 31015756, 0, 2588674, 0, 0, 0, 33146932, 0, 23555020, 0, -18670138, 0, -21572024, 0, 0, 0, -26851088, 0, 15692124, 0, -97983266, 0, 14081478, 0, 0, 0, -17269754, 0, -102980524, 0, -11064812, 0, 16588988, 0, 0, 0, 35765542, 0, 42641259, 0, 86640771, 0, 18644498, 0, 0, 0, -1702712, 0, -95638426, 0, 53003031, 0, -4245260, 0, 0, 0, -22050792, 0, 83016794, 0, -93194249, 0, -8777267, 0, 0, 0, -28052263, 0, 15517645, 0, -138597998, 0, -33978313, 0, 0, 0, 8586612, 0, -109951930, 0, 3000753, 0, 3096184, 0, 0, 0, -7959200, 0, 109849857, 0, 16553768, 0, 19698274, 0, 0, 0, 28322562, 0, -120817278, 0, 11995646, 0, -20571608, 0, 0, 0, -12067047, 0, -6809576, 0, -56959439, 0, -14000184, 0, 0, 0, 2751000, 0, -10008940, 0, -101012362, 0, 28155368, 0, 0, 0, -16427436, 0, -49491725, 0, 42714676, 0, -54532715, 0, 0, 0, -39862826, 0, 64477731, 0, 139641652, 0, -32246408, 0, 0, 0, -18865917, 0, -26579781, 0, 65800748, 0, 44114184, 0, 0, 0, 4686209, 0, 27288146, 0, -14906292, 0, -8317352, 0, 0, 0, -78361248, 0, -24558976, 0, -114432927, 0, -2908101, 0, 0, 0, 40539222, 0, -7787439, 0, 14829312, 0, -64577164, 0, 0, 0, 36355372, 0, 103287548, 0, 136432078, 0, -33147322, 0, 0, 0, 3013062, 0, -69096816, 0, 7384025, 0, 43409040, 0, 0, 0, -74608332, 0, -68284314, 0, 3335190, 0, -20160136, 0, 0, 0, 43367741, 0, -19855828, 0, -191064906, 0, -12765984, 0, 0, 0, 25001606, 0, -167254724, 0, -98273082, 0, 13295940, 0, 0, 0, 22324560, 0, 165344800, 0, 10782794, 0, 22284663, 0, 0, 0, -36428024, 0, -71120415, 0, 60711366, 0, -15281342, 0, 0, 0, -14123105, 0, -25349217, 0, -83560359, 0, 44405058, 0, 0, 0, 3191738, 0, 10359596, 0, -114347055, 0, -37317118, 0, 0, 0, -45017484, 0, -170545739, 0, 58093184, 0, 9307152, 0, 0, 0, 91987341, 0, -17706898, 0, 60341292, 0, -15071854, 0, 0, 0, 11145832, 0, 85094344, 0, 116760037, 0, 24742724, 0, 0, 0, -18733690, 0, -170088504, 0, -52220091, 0, 99371200, 0, 0, 0, -14169252, 0, -26877124, 0, -223429440, 0, -37888060, 0, 0, 0, 121788684, 0, -167987500, 0, -91432532, 0, -21212994, 0, 0, 0, 65361412, 0, 44954898, 0, 29358240, 0, 137039980, 0, 0, 0, -8142744, 0, -85714090, 0, 24282688, 0, -8297132, 0, 0, 0, -64346612, 0, 335537157, 0, -491030, 0, -141286560, 0, 0, 0, -88748947, 0, 28851124, 0, -118811777, 0, 25894798, 0, 0, 0, 36992120, 0, -141916014, 0, 35446936, 0, -112222608, 0, 0, 0, -71950644, 0, 212457820, 0, 70635427, 0, -42103988, 0, 0, 0, 55489965, 0, -18008793, 0, 88734832, 0, -127384665, 0, 0, 0, 230962240, 0, 149948406, 0, 89796604, 0, -83124683, 0, 0, 0, -54914510, 0, 18545591, 0], '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: 420103
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100664396, 'source_is_minimal': False, 'source_label': '1100.6.a.a.1.1', 'source_level': 1100, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100664396, 'target_is_minimal': False, 'target_label': '1100.6.a.a.1.1', 'target_level': 1100, 'twist_class_label': '44.6.a.a.1.1', 'twist_class_level': 44, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 420104
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100664396, 'source_is_minimal': False, 'source_label': '1100.6.a.a.1.1', 'source_level': 1100, 'target_conrey_index': 749, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68820141132, 'target_is_minimal': False, 'target_label': '1100.6.b.a.749.2', 'target_level': 1100, 'twist_class_label': '44.6.a.a.1.1', 'twist_class_level': 44, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 420105
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100664396, 'source_is_minimal': False, 'source_label': '1100.6.a.a.1.1', 'source_level': 1100, 'target_conrey_index': 749, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68820141132, 'target_is_minimal': False, 'target_label': '1100.6.b.a.749.1', 'target_level': 1100, 'twist_class_label': '44.6.a.a.1.1', 'twist_class_level': 44, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 420106
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100664396, 'source_is_minimal': False, 'source_label': '1100.6.a.a.1.1', 'source_level': 1100, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663340, 'target_is_minimal': True, 'target_label': '44.6.a.a.1.1', 'target_level': 44, 'twist_class_label': '44.6.a.a.1.1', 'twist_class_level': 44, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 420107
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100664396, 'source_is_minimal': False, 'source_label': '1100.6.a.a.1.1', 'source_level': 1100, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145676, 'target_is_minimal': False, 'target_label': '396.6.a.e.1.1', 'target_level': 396, 'twist_class_label': '44.6.a.a.1.1', 'twist_class_level': 44, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
  • id: 420108
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100664396, 'source_is_minimal': False, 'source_label': '1100.6.a.a.1.1', 'source_level': 1100, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663472, 'target_is_minimal': False, 'target_label': '176.6.a.a.1.1', 'target_level': 176, 'twist_class_label': '44.6.a.a.1.1', 'twist_class_level': 44, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 420109
    {'conductor': 40, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100664396, 'source_is_minimal': False, 'source_label': '1100.6.a.a.1.1', 'source_level': 1100, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597864886976, 'target_is_minimal': False, 'target_label': '704.6.a.g.1.1', 'target_level': 704, 'twist_class_label': '44.6.a.a.1.1', 'twist_class_level': 44, 'twisting_char_label': '40.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 420110
    {'conductor': 40, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100664396, 'source_is_minimal': False, 'source_label': '1100.6.a.a.1.1', 'source_level': 1100, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775488, 'target_is_minimal': False, 'target_label': '704.6.a.d.1.1', 'target_level': 704, 'twist_class_label': '44.6.a.a.1.1', 'twist_class_level': 44, 'twisting_char_label': '40.29', 'twisting_conrey_index': 29, 'weight': 6}
  • id: 420111
    {'conductor': 55, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100664396, 'source_is_minimal': False, 'source_label': '1100.6.a.a.1.1', 'source_level': 1100, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034276, 'target_is_minimal': False, 'target_label': '484.6.a.b.1.1', 'target_level': 484, 'twist_class_label': '44.6.a.a.1.1', 'twist_class_level': 44, 'twisting_char_label': '55.54', 'twisting_conrey_index': 54, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1685750
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 2}
  • id: 1685751
    {'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 3}
  • id: 1685752
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 5}
  • id: 1685753
    {'charpoly_factorization': [[[-50, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 7}
  • id: 1685754
    {'charpoly_factorization': [[[-121, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 11}
  • id: 1685755
    {'charpoly_factorization': [[[-380, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 13}
  • id: 1685756
    {'charpoly_factorization': [[[-1154, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 17}
  • id: 1685757
    {'charpoly_factorization': [[[1824, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 19}
  • id: 1685758
    {'charpoly_factorization': [[[3591, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 23}
  • id: 1685759
    {'charpoly_factorization': [[[-8032, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 29}
  • id: 1685760
    {'charpoly_factorization': [[[2945, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 31}
  • id: 1685761
    {'charpoly_factorization': [[[6979, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 37}
  • id: 1685762
    {'charpoly_factorization': [[[520, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 41}
  • id: 1685763
    {'charpoly_factorization': [[[-2486, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 43}
  • id: 1685764
    {'charpoly_factorization': [[[-6920, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 47}
  • id: 1685765
    {'charpoly_factorization': [[[-13718, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 53}
  • id: 1685766
    {'charpoly_factorization': [[[31779, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 59}
  • id: 1685767
    {'charpoly_factorization': [[[-34156, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 61}
  • id: 1685768
    {'charpoly_factorization': [[[-61503, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 67}
  • id: 1685769
    {'charpoly_factorization': [[[14971, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 71}
  • id: 1685770
    {'charpoly_factorization': [[[-36444, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 73}
  • id: 1685771
    {'charpoly_factorization': [[[28538, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 79}
  • id: 1685772
    {'charpoly_factorization': [[[77482, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 83}
  • id: 1685773
    {'charpoly_factorization': [[[-36271, 1], 1]], 'hecke_orbit_code': 100664396, 'p': 89}
  • id: 1685774
    {'charpoly_factorization': [[[-49799, 1], 1]], 'hecke_orbit_code': 100664396, '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': 1, 'label': '1100.6.a.a', 'level': 1100, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3502092
    {'hecke_orbit_code': 100664396, 'n': 1, 'trace_an': 1}
  • id: 3502093
    {'hecke_orbit_code': 100664396, 'n': 2, 'trace_an': 0}
  • id: 3502094
    {'hecke_orbit_code': 100664396, 'n': 3, 'trace_an': -7}
  • id: 3502095
    {'hecke_orbit_code': 100664396, 'n': 4, 'trace_an': 0}
  • id: 3502096
    {'hecke_orbit_code': 100664396, 'n': 5, 'trace_an': 0}
  • id: 3502097
    {'hecke_orbit_code': 100664396, 'n': 6, 'trace_an': 0}
  • id: 3502098
    {'hecke_orbit_code': 100664396, 'n': 7, 'trace_an': 50}
  • id: 3502099
    {'hecke_orbit_code': 100664396, 'n': 8, 'trace_an': 0}
  • id: 3502100
    {'hecke_orbit_code': 100664396, 'n': 9, 'trace_an': -194}
  • id: 3502101
    {'hecke_orbit_code': 100664396, 'n': 10, 'trace_an': 0}
  • id: 3502102
    {'hecke_orbit_code': 100664396, 'n': 11, 'trace_an': 121}
  • id: 3502103
    {'hecke_orbit_code': 100664396, 'n': 12, 'trace_an': 0}
  • id: 3502104
    {'hecke_orbit_code': 100664396, 'n': 13, 'trace_an': 380}
  • id: 3502105
    {'hecke_orbit_code': 100664396, 'n': 14, 'trace_an': 0}
  • id: 3502106
    {'hecke_orbit_code': 100664396, 'n': 15, 'trace_an': 0}
  • id: 3502107
    {'hecke_orbit_code': 100664396, 'n': 16, 'trace_an': 0}
  • id: 3502108
    {'hecke_orbit_code': 100664396, 'n': 17, 'trace_an': 1154}
  • id: 3502109
    {'hecke_orbit_code': 100664396, 'n': 18, 'trace_an': 0}
  • id: 3502110
    {'hecke_orbit_code': 100664396, 'n': 19, 'trace_an': -1824}
  • id: 3502111
    {'hecke_orbit_code': 100664396, 'n': 20, 'trace_an': 0}
  • id: 3502112
    {'hecke_orbit_code': 100664396, 'n': 21, 'trace_an': -350}
  • id: 3502113
    {'hecke_orbit_code': 100664396, 'n': 22, 'trace_an': 0}
  • id: 3502114
    {'hecke_orbit_code': 100664396, 'n': 23, 'trace_an': -3591}
  • id: 3502115
    {'hecke_orbit_code': 100664396, 'n': 24, 'trace_an': 0}
  • id: 3502116
    {'hecke_orbit_code': 100664396, 'n': 25, 'trace_an': 0}
  • id: 3502117
    {'hecke_orbit_code': 100664396, 'n': 26, 'trace_an': 0}
  • id: 3502118
    {'hecke_orbit_code': 100664396, 'n': 27, 'trace_an': 3059}
  • id: 3502119
    {'hecke_orbit_code': 100664396, 'n': 28, 'trace_an': 0}
  • id: 3502120
    {'hecke_orbit_code': 100664396, 'n': 29, 'trace_an': 8032}
  • id: 3502121
    {'hecke_orbit_code': 100664396, 'n': 30, 'trace_an': 0}
  • id: 3502122
    {'hecke_orbit_code': 100664396, 'n': 31, 'trace_an': -2945}
  • id: 3502123
    {'hecke_orbit_code': 100664396, 'n': 32, 'trace_an': 0}
  • id: 3502124
    {'hecke_orbit_code': 100664396, 'n': 33, 'trace_an': -847}
  • id: 3502125
    {'hecke_orbit_code': 100664396, 'n': 34, 'trace_an': 0}
  • id: 3502126
    {'hecke_orbit_code': 100664396, 'n': 35, 'trace_an': 0}
  • id: 3502127
    {'hecke_orbit_code': 100664396, 'n': 36, 'trace_an': 0}
  • id: 3502128
    {'hecke_orbit_code': 100664396, 'n': 37, 'trace_an': -6979}
  • id: 3502129
    {'hecke_orbit_code': 100664396, 'n': 38, 'trace_an': 0}
  • id: 3502130
    {'hecke_orbit_code': 100664396, 'n': 39, 'trace_an': -2660}
  • id: 3502131
    {'hecke_orbit_code': 100664396, 'n': 40, 'trace_an': 0}
  • id: 3502132
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  • id: 3502136
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  • id: 3502138
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  • id: 3502139
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  • id: 3502200
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  • id: 3502202
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  • id: 3502204
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  • id: 3502211
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  • id: 3502212
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  • id: 3502213
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  • id: 3502214
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  • id: 3502216
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  • id: 3502219
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  • id: 3502220
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  • id: 3502221
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  • id: 3502222
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  • id: 3502223
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  • id: 3502224
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  • id: 3502226
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  • id: 3502228
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  • id: 3502229
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  • id: 3502232
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  • id: 3502237
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  • id: 3502238
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  • id: 3502239
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  • id: 3502240
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  • id: 3502241
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  • id: 3502246
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  • id: 3502248
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  • id: 3502250
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    {'hecke_orbit_code': 100664396, 'n': 937, 'trace_an': 35052824}
  • id: 3502340
    {'hecke_orbit_code': 100664396, 'n': 941, 'trace_an': -14073846}
  • id: 3502341
    {'hecke_orbit_code': 100664396, 'n': 947, 'trace_an': 37375907}
  • id: 3502342
    {'hecke_orbit_code': 100664396, 'n': 953, 'trace_an': 31842366}
  • id: 3502343
    {'hecke_orbit_code': 100664396, 'n': 961, 'trace_an': -19956126}
  • id: 3502344
    {'hecke_orbit_code': 100664396, 'n': 967, 'trace_an': 31627552}
  • id: 3502345
    {'hecke_orbit_code': 100664396, 'n': 971, 'trace_an': -27341209}
  • id: 3502346
    {'hecke_orbit_code': 100664396, 'n': 977, 'trace_an': 5816299}
  • id: 3502347
    {'hecke_orbit_code': 100664396, 'n': 983, 'trace_an': 38181697}
  • id: 3502348
    {'hecke_orbit_code': 100664396, 'n': 991, 'trace_an': 5445640}
  • id: 3502349
    {'hecke_orbit_code': 100664396, 'n': 997, 'trace_an': 3779674}