Embedded newform data - 350.6.a.p.1.1

Formats: - HTML - YAML - JSON - 2026-02-08T11:51:18.483213

• 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': 12600, 'analytic_conductor': 56.13433693454322, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 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': [350, 1, [127, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1129, 'field_disc_factorization': [[1129, 1]], 'field_poly': [-282, -1, 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, [-276, 5, 1]], [13, [11858, 429, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221086, 'hecke_ring_generator_nbound': 3, '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': '350.6.a.p', 'level': 350, '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, 7], 'level_radical': 70, 'minimal_twist': '70.6.a.h', 'nf_label': '2.2.1129.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+(-2-\\beta )q^{3}+2^{4}q^{4}+(8+4\\beta )q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '350.6.a', 'trace_display': [-8, -5, 0, -98], 'trace_hash': 1629037817702874046, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.547', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.397', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -8, -5, 32, 0, 20, -98, -128, 91, 0, 415, -80, -429, 392, 0, 512, -1319, -364, 1918, 0, 245, -1660, 1334, 320, 0, 1716, -1835, -1568, -1131, 0, -5472, -2048, 6301, 5276, 0, 1456, 9156, -7672, -5137, 0, -7822, -980, -2078, 6640, 0, -5336, 8507, -1280, 4802, 0, -33395, -6864, 34242, 7340, 0, 6272, 59558, 4524, 6952, 0, -45138, 21888, -4459, 8192, 0, -25204, 54556, -21104, 51986, 0, -62272, -5824, -40896, -36624, 0, 30688, -20335, 20548, 62069, 0, -121958, 31288, -189600, 3920, 0, 8312, -49671, -26560, 64190, 0, 21021, 21344, -239216, -34028, 0, 5120, -155547, -19208, -17810, 0, -122328, 133580, -335641, 27456, 0, -136968, -169294, -29360, -135861, 0, 67430, -25088, 6860, -238232, 0, -18096, 11528, -27808, 64631, 0, -140589, 180552, -47056, -87552, 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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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-0.34080834990845377, -0.2273837561897615, -0.32561451351448906, -0.19045866698758754, -0.2589213511703343, -0.19452868950851057, -0.302920702496227, -0.36806813323711685, -0.09120216045710523, -0.193910188113621, -0.18200116128137897, -0.27154032858699384, -0.3215548180705835, -0.17161343443345803, -0.36027205886150704, -0.13714231449191308, -0.13501745660577336, -0.29386531295851487, -0.15040208013984632, -0.4089703379024284, -0.30159287579661564, -0.26325806627324944, -0.3165076206014924, -0.3142585783254681, -0.21527554285204956, -0.2222922485876169, -0.31852147379409823, -0.30989837871797327, -0.2656889087185904, -0.22775378734040105, -0.3422366340134855, -0.3955127435855578, -0.20972020490362087, -0.2788065770330243, -0.32496257194941025, -0.3459498531339506, -0.26630080423027, -0.34903989889953546, -0.283999206271254, -0.2088490647252741, -0.19173748338882038, -0.1716344302375475, -0.3335935960875388, -0.31798130869776015, -0.25065670681118607, -0.22117079702812675, -0.2445672569951287, -0.09496995948816304, -0.2693638382200852, -0.20744931772257366, -0.1579992841668732, -0.1461451310700995, -0.2143922142769464, -0.3868289640112408, -0.24299138577598484, -0.1282220573949265, -0.169676933620124, -0.3927778616545204, -0.2709127718629652, -0.20243776263501487, -0.45808998151232144, -0.06477946779517126, -0.20960957409517858, -0.23591000691628516, -0.3170536472148064, -0.18813127102557536, -0.3102985387452863, -0.19186398603303564, -0.1539212103920985, -0.08100352458746019, -0.2725986062473831, -0.11120172463321495, -0.3563538753724564, -0.24423526207155877, -0.35709816030333924, -0.34004536454256096, -0.29622284863932136, -0.1616063586681905, -0.3176798951831595, -0.1975145244105056, -0.20272448701802437, -0.32852032693850963, -0.17639356159278993, -0.26327891872727005, -0.28992379083992253, -0.23511271742711448, -0.3076372040747854, -0.31012430163948934, -0.05999718728325978, -0.1621159893581025, -0.35093026365585495, -0.14439017460226627, -0.17523936225102635, -0.24392561427437623, -0.3946499136770629, -0.36640120444280433, -0.2597007631244874, -0.3830336263052262, -0.13323766071617862, -0.1062515216170828, -0.3053161955776163, -0.3267495471948572, -0.3098933677986178, -0.4058195368101142, -0.21798713178106613, -0.22347215282564406, -0.2941231953608017, -0.16920730377042043, -0.4110655079449781, -0.29272109033227217, -0.09414664593889181, -0.3243753850421372, -0.46587765004923204, -0.31884832728174695, -0.12692520910741692, -0.26013221328228686, -0.3571404138975561, -0.25964708230663464], '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': 17.30029761641144, 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221086, 'label': '350.6.a.p.1.1', 'level': 350, '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': [6, 7, 7, 5, 5, 4, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [27, 32, 31, 29, 31, 32, 31, 27], 'Nk2': 12600, 'analytic_conductor': 56.13433693454322, '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': [350, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 288, 'dim': 48, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13], 'hecke_orbit_code': 100663646, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 5, 5], 'label': '350.6.a', 'level': 350, '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, 7], 'level_radical': 70, 'mf_dim': 312, 'mf_new_dim': 48, 'num_forms': 26, 'plus_dim': 21, 'prim_orbit_index': 1, 'relative_dim': 48, 'sturm_bound': 360, 'trace_bound': 3, 'trace_display': [-8, 26, 0, 0], 'traces': [48, -8, 26, 768, 0, -8, 0, -128, 4416, 0, -952, 416, 518, 392, 0, 12288, 2212, -5656, -4122, 0, -98, 1872, 8224, -128, 0, -1560, -8164, 0, 12612, 0, -6572, -2048, 12288, 28976, 0, 70656, -8004, -24888, 39976, 0, 32320, -3528, 9596, -15232, 0, -13664, 86420, 6656, 115248, 0, -94144, 8288, 5648, -83840, 0, 6272, -12156, 27104, 47818, 0, 59126, 1488, 44492, 196608, 0, 113040, -146168, 35392, -240816, 0, -211184, -90496, 110552, 50080, 0, -65952, -47628, 132064, 41680, 0, 454452, 49088, -190410, -1568, 0, 335696, -211292, 29952, 187220, 0, 11466, 131584, 339080, 40560, 0, -2048, -112012, -19208, 579332, 0, -609410, 24080, -156572, -24960, 0, -216592, 28176, -130624, 320012, 0, 761836, 0, -60412, 196608, 0, 201792, 275646, 84104, 138964, 0, 534500, -257240, 631740, -105152, 0, 253624, 351944, -32768, 813952, 0, 772970, 196608, 16758, 2384, 0, 463616, -696960, 85696, -236894, 0, 1852832, 449152, 401848, 1130496, 0, -1465568, 62426, -128064, 636560, 0, -972240, -398208, 2469708, -132496, 0, 639616, -310138, 327808, 1040932, 0, 185416, -584920, -1733460, 517120, 0, -576504, -208420, -56448, 1011492, 0, -319566, 153536, -886754, 636464, 0, -243712, 1340148, 231344, 556892, 0, -565582, -56840, -2684416, -218624, 0, -649632, -374584, 1382720, -224420, 0, 742304, 106496, 1430780, -1821952, 0, 1843968, 301176, -1888944, -556404, 0, 663716, -1293208, -1118964, -1506304, 0, -995056, 1609312, 132608, -2204076, 0, 2780652, 90368, -81312, -1285104, 0, -1341440, 1119356, -530048, -6989056, 0, -5741412, -505872, 6780136, 100352, 0, -2321072, -12050, -194496, -2524006, 0, 268520, 433664, -4873640, -4025752, 0, 765088, -3649344, -1390816, -1461944, 0, -5283752, -1622888, -4735906, 946016, 0, -1737632, -386792, 23808, 1728640, 0, -10390342, 711872, -2929152, 1234720, 0, 3145728, 342240, 3995520, -1257340, 0, 10368388, 3187720, 4064024, 1808640, 0, 1324568, 1273188, -2338688, -4451654, 0, -3868360, 566272, -2928632, 3638400, 0, -3853056, 1700608, -3060296, -3188060, 0, 3542608, 4473696, 1563006, -3378944, 0, -3333824, 2216956, -1447936, 7367636, 0, -2841972, 1768832, 7002170, -19208, 0, 801280, -836880, 2768752, -4150096, 0, 2026052, -1149760, -7446032, -1055232, 0, 9000992, -7193954, -762048, -3735656, 0, -661752, 2113024, -1942356, -3420088, 0, 666880, 3601352, 2495184, -7097056, 0, -27150804, -504896, -13652092, 7271232, 0, -3018656, -3624876, 785408, 9589692, 0, 6588240, -3046560, 8388292, -5286096, 0, -25088, 3500364, -1198024, -1659400, 0, -2267840, -9259128, 0, 5371136, 0, 7528584, -4650308, -3380672, -7074382, 0, 17409160, 479232, 6184736, 1736432, 0, 2995520, 634844, -1320672, -730152, 0, 3436432, 3379352, 17775010, 183456, 0, -1731648, -2277240, 2105344, 11252284, 0, 6860000, 5425280, -11627640, -15376368, 0, 648960, 335716, -548016, 609056, 0, -2014520, -9736384, -2143052, -32768, 0, -5127728, 9972684, -1792192, 3190748, 0, -14048112, -307328, -9966156, 15066288, 0, 9269312, 13138958, 11083280, 1374548, 0, 32915024, 6106080, 2142272, -9750560, 0, 199136, 11085016, 385280, 30525160, 0, -31022856, -2505152, -7390474, 6326368, 0, -399360, -8419572, -16178240, 7703634, 0, 11561688, 732608, 18420436, -3465472, 0, -10507552, 3419514, 450816, 49913864, 0, -20551368, -2089984, 29392348, 3774960, 0, 5120192, -19452880, 18932592, -22783888, 0, 10602816, -2873872, -5648664, 12189376, 0, 7956928, -18327476, 0, -54244260, 0, 35048228, -966592, -750256, -13301672, 0, 3145728, -7948372, 5649656, 389180, 0, -34953454, -2107392, -11171328, 3228672, 0, -39514896, -436426, 4410336, -1609944, 0, 49782048, 1345664, 11879648, -2625376, 0, 2223424, -3195864, -15954656, 34805500, 0, 26718444, -6073888, -13571824, 8552000, 0, -5685608, 16568784, -4115840, -55553156, 0, 8562792, 10107840, 6172976, 27651616, 0, -1682432, 6129312, -3527952, 3936136, 0, 35678760, -244296, 38079064, 4057984, 0, 5737472, -1990402, 5631104, 24226122, 0, 2105040, 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19539336, -21901040, 16859960, -10394112, 0, 107217424, -52393402, -5993344, -520576, 0, -6987136, 22123520, -43839508, -170338320, 0, -3590720, 72807996, -7082096, 71613408, 0, -22012152, -39413056, 24192868, 11876864, 0, -13365072, -18393944, 1703936, -96517392, 0, -252940172, 22892480, 66197130, 104120976, 0, -29151232, 13363476, 61770848, 135743448, 0, 62807832, 32822272, -162799016, 29503488, 0, -56282448, -132249690, 4818816, -145483240, 0, 20045116, -30223104, 48340180, -41383096, 0, -8902464, 94839630, 32158896, -128651104, 0, 131264280, -35952096, 86173448, 10619456, 0, 6536640, -68999784, -20691328, -33800092, 0, 108082386, -17903424, 83781856, 36523488, 0, -24100864, 2756704, -44646816, -49534590, 0, 1592920, 114591856, -64836816, -15920896, 0, -28183624, 44563744, 25748992, 189433198, 0, 39727980, 2121728, 5311012, 50742048, 0, -35265216, 171448256, 33445496, 36953476, 0, 33681232, 3691472, -49606204, 44490432, 0, 90217296, 14990864, 1445888, 219417648, 0, 208984688, -1300992, -151603650, 49295960, 0, -20561664, -61921724, 58672512, 152030930, 0, -55978972, -78917664, 163727368, -21463040, 0, -84040112, 67630926, 17909696, -56305144, 0, 131511760, -8480768, 5519484, 84676480, 0, -111824896, -52266020, -21116352, 139654928, 0, 100008648, -13580056, 32351664, -91862592, 0, 57705872, 54728324, -8093952, -8481312, 0, -9277096, 108482176, -137018456, 86757872, 0, 1605632, -34662176, 4929328, 185259848, 0, -204735560, -23895776, 19472992, -37137152, 0, 88545280, 48368144, -192800, -15665402, 0, 100108304, -3111936, -41809232, 189403024, 0, -40384096, 3775254, 128326304, 89337448, 0, 150638456, 33903064, -82181952, 4296320, 0, -95935104, -48042364, 6938624, -96636564, 0, -9896922, -77978240, 175551200, -165858312, 0, -64412032, 94965176, 42975744, -307718516, 0, 81440878, -105686240, 12384288, 12241408, 0, 50681664, -188392556, -58389504, 56733468, 0, 266788356, -22253056, -28798712, -209715760, 0, -23391104, -268680400, -3089136, -9355864, 0, 172273536, 176703824, 9324672, -84540032, 0, 23830464, 32862096, -25966208, -195956996, 0, -388783530, -75774496, 27651386, 105543424, 0, 15136256, 65601264, -71588672, 113693980, 0, -165834052, 131892800, 134475940, -27802112, 0, 139211008, 24464328, -6188672, -32396336, 0, 179433168, 380928, -28523776, 54862752, 0, 27658240, -77643110, 7480576, -113839160, 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: 47950907
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221086, 'source_is_minimal': False, 'source_label': '350.6.a.p.1.1', 'source_level': 350, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994511221086, 'target_is_minimal': False, 'target_label': '350.6.a.p.1.1', 'target_level': 350, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 47950908
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221086, 'source_is_minimal': False, 'source_label': '350.6.a.p.1.1', 'source_level': 350, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45036133813322078, 'target_is_minimal': False, 'target_label': '350.6.c.k.99.2', 'target_level': 350, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 47950909
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221086, 'source_is_minimal': False, 'source_label': '350.6.a.p.1.1', 'source_level': 350, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 45036133813322078, 'target_is_minimal': False, 'target_label': '350.6.c.k.99.3', 'target_level': 350, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47950910
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221086, 'source_is_minimal': False, 'source_label': '350.6.a.p.1.1', 'source_level': 350, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197492256838, 'target_is_minimal': True, 'target_label': '70.6.a.h.1.2', 'target_level': 70, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 47950911
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221086, 'source_is_minimal': False, 'source_label': '350.6.a.p.1.1', 'source_level': 350, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 81064793393332854, 'target_is_minimal': False, 'target_label': '630.6.a.s.1.2', 'target_level': 630, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
  • id: 47950912
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221086, 'source_is_minimal': False, 'source_label': '350.6.a.p.1.1', 'source_level': 350, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374368816, 'target_is_minimal': False, 'target_label': '560.6.a.k.1.1', 'target_level': 560, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 47950913
    {'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 67553994511221086, 'source_is_minimal': False, 'source_label': '350.6.a.p.1.1', 'source_level': 350, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 90071992648073706, 'target_is_minimal': False, 'target_label': '490.6.a.u.1.1', 'target_level': 490, 'twist_class_label': '70.6.a.h.1.2', 'twist_class_level': 70, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 755225
    {'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 67553994511221086, 'p': 2}
  • id: 755226
    {'charpoly_factorization': [[[-276, 5, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 3}
  • id: 755227
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 67553994511221086, 'p': 5}
  • id: 755228
    {'charpoly_factorization': [[[49, 1], 2]], 'hecke_orbit_code': 67553994511221086, 'p': 7}
  • id: 755229
    {'charpoly_factorization': [[[-4644, -415, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 11}
  • id: 755230
    {'charpoly_factorization': [[[11858, 429, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 13}
  • id: 755231
    {'charpoly_factorization': [[[-757566, 1319, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 17}
  • id: 755232
    {'charpoly_factorization': [[[-2748440, -1918, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 19}
  • id: 755233
    {'charpoly_factorization': [[[-2265840, -1334, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 23}
  • id: 755234
    {'charpoly_factorization': [[[-2121390, 1131, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 29}
  • id: 755235
    {'charpoly_factorization': [[[-49163008, 5472, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 31}
  • id: 755236
    {'charpoly_factorization': [[[13732484, -9156, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 37}
  • id: 755237
    {'charpoly_factorization': [[[11365872, 7822, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 41}
  • id: 755238
    {'charpoly_factorization': [[[-364446648, 2078, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 43}
  • id: 755239
    {'charpoly_factorization': [[[-572885328, -8507, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 47}
  • id: 755240
    {'charpoly_factorization': [[[9748512, -34242, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 53}
  • id: 755241
    {'charpoly_factorization': [[[-48684720, -6952, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 59}
  • id: 755242
    {'charpoly_factorization': [[[402952640, 45138, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 61}
  • id: 755243
    {'charpoly_factorization': [[[649140384, -54556, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 67}
  • id: 755244
    {'charpoly_factorization': [[[-106007808, 62272, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 71}
  • id: 755245
    {'charpoly_factorization': [[[-405277060, 40896, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 73}
  • id: 755246
    {'charpoly_factorization': [[[-653150040, -62069, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 79}
  • id: 755247
    {'charpoly_factorization': [[[8986877424, 189600, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 83}
  • id: 755248
    {'charpoly_factorization': [[[-1135587000, -64190, 1], 1]], 'hecke_orbit_code': 67553994511221086, 'p': 89}
  • id: 755249
    {'charpoly_factorization': [[[5804074010, 155547, 1], 1]], 'hecke_orbit_code': 67553994511221086, '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': 16, 'label': '350.6.a.p', 'level': 350, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61116565
    {'hecke_orbit_code': 67553994511221086, 'n': 1, 'trace_an': 2}
  • id: 61116566
    {'hecke_orbit_code': 67553994511221086, 'n': 2, 'trace_an': -8}
  • id: 61116567
    {'hecke_orbit_code': 67553994511221086, 'n': 3, 'trace_an': -5}
  • id: 61116568
    {'hecke_orbit_code': 67553994511221086, 'n': 4, 'trace_an': 32}
  • id: 61116569
    {'hecke_orbit_code': 67553994511221086, 'n': 5, 'trace_an': 0}
  • id: 61116570
    {'hecke_orbit_code': 67553994511221086, 'n': 6, 'trace_an': 20}
  • id: 61116571
    {'hecke_orbit_code': 67553994511221086, 'n': 7, 'trace_an': -98}
  • id: 61116572
    {'hecke_orbit_code': 67553994511221086, 'n': 8, 'trace_an': -128}
  • id: 61116573
    {'hecke_orbit_code': 67553994511221086, 'n': 9, 'trace_an': 91}
  • id: 61116574
    {'hecke_orbit_code': 67553994511221086, 'n': 10, 'trace_an': 0}
  • id: 61116575
    {'hecke_orbit_code': 67553994511221086, 'n': 11, 'trace_an': 415}
  • id: 61116576
    {'hecke_orbit_code': 67553994511221086, 'n': 12, 'trace_an': -80}
  • id: 61116577
    {'hecke_orbit_code': 67553994511221086, 'n': 13, 'trace_an': -429}
  • id: 61116578
    {'hecke_orbit_code': 67553994511221086, 'n': 14, 'trace_an': 392}
  • id: 61116579
    {'hecke_orbit_code': 67553994511221086, 'n': 15, 'trace_an': 0}
  • id: 61116580
    {'hecke_orbit_code': 67553994511221086, 'n': 16, 'trace_an': 512}
  • id: 61116581
    {'hecke_orbit_code': 67553994511221086, 'n': 17, 'trace_an': -1319}
  • id: 61116582
    {'hecke_orbit_code': 67553994511221086, 'n': 18, 'trace_an': -364}
  • id: 61116583
    {'hecke_orbit_code': 67553994511221086, 'n': 19, 'trace_an': 1918}
  • id: 61116584
    {'hecke_orbit_code': 67553994511221086, 'n': 20, 'trace_an': 0}
  • id: 61116585
    {'hecke_orbit_code': 67553994511221086, 'n': 21, 'trace_an': 245}
  • id: 61116586
    {'hecke_orbit_code': 67553994511221086, 'n': 22, 'trace_an': -1660}
  • id: 61116587
    {'hecke_orbit_code': 67553994511221086, 'n': 23, 'trace_an': 1334}
  • id: 61116588
    {'hecke_orbit_code': 67553994511221086, 'n': 24, 'trace_an': 320}
  • id: 61116589
    {'hecke_orbit_code': 67553994511221086, 'n': 25, 'trace_an': 0}
  • id: 61116590
    {'hecke_orbit_code': 67553994511221086, 'n': 26, 'trace_an': 1716}
  • id: 61116591
    {'hecke_orbit_code': 67553994511221086, 'n': 27, 'trace_an': -1835}
  • id: 61116592
    {'hecke_orbit_code': 67553994511221086, 'n': 28, 'trace_an': -1568}
  • id: 61116593
    {'hecke_orbit_code': 67553994511221086, 'n': 29, 'trace_an': -1131}
  • id: 61116594
    {'hecke_orbit_code': 67553994511221086, 'n': 30, 'trace_an': 0}
  • id: 61116595
    {'hecke_orbit_code': 67553994511221086, 'n': 31, 'trace_an': -5472}
  • id: 61116596
    {'hecke_orbit_code': 67553994511221086, 'n': 32, 'trace_an': -2048}
  • id: 61116597
    {'hecke_orbit_code': 67553994511221086, 'n': 33, 'trace_an': 6301}
  • id: 61116598
    {'hecke_orbit_code': 67553994511221086, 'n': 34, 'trace_an': 5276}
  • id: 61116599
    {'hecke_orbit_code': 67553994511221086, 'n': 35, 'trace_an': 0}
  • id: 61116600
    {'hecke_orbit_code': 67553994511221086, 'n': 36, 'trace_an': 1456}
  • id: 61116601
    {'hecke_orbit_code': 67553994511221086, 'n': 37, 'trace_an': 9156}
  • id: 61116602
    {'hecke_orbit_code': 67553994511221086, 'n': 38, 'trace_an': -7672}
  • id: 61116603
    {'hecke_orbit_code': 67553994511221086, 'n': 39, 'trace_an': -5137}
  • id: 61116604
    {'hecke_orbit_code': 67553994511221086, 'n': 40, 'trace_an': 0}
  • id: 61116605
    {'hecke_orbit_code': 67553994511221086, 'n': 41, 'trace_an': -7822}
  • id: 61116606
    {'hecke_orbit_code': 67553994511221086, 'n': 42, 'trace_an': -980}
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  • id: 61116621
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  • id: 61116622
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  • id: 61116699
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  • id: 61116700
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  • id: 61116701
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  • id: 61116702
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  • id: 61116703
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  • id: 61116705
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  • id: 61116706
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  • id: 61116708
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  • id: 61116709
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  • id: 61116710
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  • id: 61116711
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  • id: 61116712
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  • id: 61116713
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  • id: 61116714
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  • id: 61116715
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  • id: 61116716
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  • id: 61116717
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  • id: 61116718
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  • id: 61116719
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  • id: 61116720
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  • id: 61116721
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  • id: 61116722
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  • id: 61116723
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  • id: 61116724
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  • id: 61116725
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  • id: 61116726
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  • id: 61116727
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  • id: 61116728
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  • id: 61116729
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  • id: 61116730
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  • id: 61116731
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  • id: 61116732
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  • id: 61116733
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  • id: 61116734
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  • id: 61116735
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  • id: 61116736
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  • id: 61116737
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  • id: 61116738
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  • id: 61116739
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  • id: 61116740
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  • id: 61116741
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  • id: 61116742
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  • id: 61116743
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  • id: 61116744
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  • id: 61116745
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  • id: 61116746
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  • id: 61116747
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  • id: 61116748
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  • id: 61116749
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  • id: 61116799
    {'hecke_orbit_code': 67553994511221086, 'n': 841, 'trace_an': -35500357}
  • id: 61116800
    {'hecke_orbit_code': 67553994511221086, 'n': 853, 'trace_an': -12608016}
  • id: 61116801
    {'hecke_orbit_code': 67553994511221086, 'n': 857, 'trace_an': -20162312}
  • id: 61116802
    {'hecke_orbit_code': 67553994511221086, 'n': 859, 'trace_an': 12011224}
  • id: 61116803
    {'hecke_orbit_code': 67553994511221086, 'n': 863, 'trace_an': 55522572}
  • id: 61116804
    {'hecke_orbit_code': 67553994511221086, 'n': 877, 'trace_an': -25677160}
  • id: 61116805
    {'hecke_orbit_code': 67553994511221086, 'n': 881, 'trace_an': -56390094}
  • id: 61116806
    {'hecke_orbit_code': 67553994511221086, 'n': 883, 'trace_an': 4530936}
  • id: 61116807
    {'hecke_orbit_code': 67553994511221086, 'n': 887, 'trace_an': -25983256}
  • id: 61116808
    {'hecke_orbit_code': 67553994511221086, 'n': 907, 'trace_an': -16452566}
  • id: 61116809
    {'hecke_orbit_code': 67553994511221086, 'n': 911, 'trace_an': 3489528}
  • id: 61116810
    {'hecke_orbit_code': 67553994511221086, 'n': 919, 'trace_an': -14136399}
  • id: 61116811
    {'hecke_orbit_code': 67553994511221086, 'n': 929, 'trace_an': 43060042}
  • id: 61116812
    {'hecke_orbit_code': 67553994511221086, 'n': 937, 'trace_an': -25786283}
  • id: 61116813
    {'hecke_orbit_code': 67553994511221086, 'n': 941, 'trace_an': 6186966}
  • id: 61116814
    {'hecke_orbit_code': 67553994511221086, 'n': 947, 'trace_an': 38908920}
  • id: 61116815
    {'hecke_orbit_code': 67553994511221086, 'n': 953, 'trace_an': -62464854}
  • id: 61116816
    {'hecke_orbit_code': 67553994511221086, 'n': 961, 'trace_an': 71010498}
  • id: 61116817
    {'hecke_orbit_code': 67553994511221086, 'n': 967, 'trace_an': -75712566}
  • id: 61116818
    {'hecke_orbit_code': 67553994511221086, 'n': 971, 'trace_an': -66689784}
  • id: 61116819
    {'hecke_orbit_code': 67553994511221086, 'n': 977, 'trace_an': -4436760}
  • id: 61116820
    {'hecke_orbit_code': 67553994511221086, 'n': 983, 'trace_an': -36437519}
  • id: 61116821
    {'hecke_orbit_code': 67553994511221086, 'n': 991, 'trace_an': -21730008}
  • id: 61116822
    {'hecke_orbit_code': 67553994511221086, 'n': 997, 'trace_an': -11473015}