Embedded newform data - 169.8.b.f.168.38

Formats: - HTML - YAML - JSON - 2025-10-11T19:45:41.244376

• 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': 10816, 'analytic_conductor': 52.79306930681658, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [169, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 168, 'dim': 42, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [381973312096218670576242075252113092378624, 0, 420509973853780354680958257104887690035200, 0, 146787241851159322838507815770944201293824, 0, 24948473912477922736292742472051627917312, 0, 2407076775630003845466367237618915082240, 0, 143375062019242848599689452167046889472, 0, 5633029727984540306807107661218709504, 0, 153635941635835735718098277901205504, 0, 3022114546175387042223041680539648, 0, 44094385469564453530498432835584, 0, 486978369968133670285292699648, 0, 4128654084130308825108474624, 0, 27111641418548076530727104, 0, 138485512806700789887728, 0, 550050352926933121992, 0, 1689625628300670281, 0, 3967218833649380, 0, 6976509369092, 0, 8881814775, 0, 7721510, 0, 4097, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518066990547113, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '169.8.b.f', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '169.8.a.h', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 42, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.8.b', 'trace_display': [0, -52, 0, 0], 'traces': [42, 0, -52, -2818, 0, 0, 0, 0, 30930, 10334, 0, -43590, 0, -358, 0, 226410, -90032, 0, 0, 0, 0, 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0, 0, -624873024, -994869318, 0, -407187120, 0, 43826626, 0, -1044184506, 41851796, 0, 0, 0, 0, -241647874, -2207047822, 0, 1790999176, 0, 1298049736, 0, -1474585114, 759689808, 0, 0, 0, 0, -1263288448, -563599148, 0, -64267326, 0, 53523506, 0, -208230212, -242085534, 0, 0, 0, 0, -15481546, 423144820, 0, 3600130, 0, 2449160724, 0, -1393881404, 1672463802, 0, 0, 0, 0, -823633598, 101443258, 0, -191858206, 0, -1246155520, 0, 649806478, -1535159552, 0, 0, 0, 0, -167995134, 2343099130, 0, 507025766, 0, 93221420, 0, 1706489478, -457227936, 0, 0, 0, 0, 427968762, -764368070, 0, -3255253902, 0, -3995161764, 0, 1332959488, -1414604598, 0, 0, 0, 0, 271497952, 6738124432, 0, 2490347378, 0, 2256479594, 0, 1663584664, 1643069170, 0, 0, 0, 0, 5091700482, -2659771228, 0, -2768824614, 0, -6240799806, 0, 2768843454, -4971923248, 0, 0, 0, 0, 5417426624, 3309528496, 0, 123178430, 0, -7290631118, 0, 4539411108, 4682021698, 0, 0, 0, 0, 3851731310, -324525234, 0, -2136580710, 0, -5521004088, 0, 6068144626, -6324765066, 0, 0, 0, 0, 3671849770, 11080818774, 0, 2199418478, 0, 2977328760, 0, 1152896460, 5540003024, 0, 0, 0, 0, 1051003944, 516251154, 0, -5313387674, 0, -8965943306, 0, 7470206416, -16666695298, 0, 0, 0, 0, 509928402, 9309158314, 0, 6751237302, 0, -2820068620, 0, -11334186376, 5419460242, 0, 0, 0, 0, -5294480194, -1761538658, 0, -11545431454, 0, -376242446, 0, 3453681684, 8373169168, 0, 0, 0, 0, -2541436886, 4305412760, 0, 3725805778, 0, 21931802230, 0, 4781010286, 8328316924, 0, 0, 0, 0, -17065222030, -8023146604, 0, -3514070660, 0, -3172886512, 0, -11321512988, -9310787268, 0, 0, 0, 0, 7366560932, -11905505026, 0, 19527388716, 0, 22510240802, 0, -21120459962, 2148038886, 0, 0, 0, 0, -5973433294, -15649119366, 0, -4823468846, 0, -12346052294, 0, -8614210738, 1310507586, 0, 0, 0, 0, -8846924516, -19259953524, 0, 24454069180, 0, 22184787510, 0, -12186145554, 12737610904, 0, 0, 0, 0, -510919276, -17810346856, 0, 2826978696, 0, 17285237704, 0, -11619883706, -3673068054, 0, 0, 0, 0, 10066219012, -11696406412, 0, -11774546406, 0, 16158097894, 0, 9934582392, 41259999802, 0, 0, 0, 0, -30261011566, -21707654014, 0, 1506821692, 0, 1191889952, 0, -11394643776, -22348929008, 0, 0, 0, 0, -11515096660, 3772050314, 0, -18086050024, 0, 3174753806, 0, -33121022282, -8763247096, 0, 0, 0, 0, -15071858370, -14845604438, 0, -24055204874, 0, 2534280600, 0, 35590287072, -10249277764, 0, 0, 0, 0, -30269810160, 8431200674, 0, 33122820110, 0, 6500051244, 0, 1761039064, -14654638352, 0, 0, 0, 0, 27742186306, 18403225128, 0, -15663151664, 0, -4426612438, 0, 4473685026, 31210976670, 0, 0, 0, 0, 36273057944, -8975976494, 0, -17972577128, 0, -18936308626, 0, 31668961856, -28752272826, 0, 0, 0, 0, -15439647956, 24666486750, 0, 14826276832, 0, -27471605404, 0, 12749750894, 13033791510, 0, 0, 0, 0, 37576146166, 35990589440, 0, -18532560446, 0, -8479495774, 0, 19114299900, 15004966024, 0, 0, 0, 0, 89718788536, 10136679250, 0, -2361708114, 0, -63043113090, 0, 2409996570, -5559181492, 0, 0, 0, 0, -16937717864, 70683969728, 0, 95612695812, 0, -67580423662, 0, 3852603490, -24006567162, 0, 0, 0, 0, 84299349810, 39256587994, 0, 26334991026, 0, 46781995264, 0, 5091906654, -72712217582, 0, 0, 0, 0, -27925711814, 42004467704, 0, -105360377072, 0, -92081814282, 0, 51355884102, -21971580784, 0, 0, 0, 0, -51985054894, 82653168166, 0, 64732244040, 0, -34769877790, 0, 8736219426, 74500138708, 0, 0, 0, 0, -12369430584, -5677370148, 0, -182669680926, 0, 16494550892, 0, 87062538740, -73538695084, 0, 0, 0, 0, 56862141842, 53522145824, 0, 2178162632, 0, 3725471138, 0, 41692942024, 84769788604, 0, 0, 0, 0, -20935892142, 40396838164, 0, 68763372288, 0, -41003938406, 0, -30312165602, -2881828166, 0, 0, 0, 0, 31850551470, 25963559576, 0, 62378245680, 0, 113741647280, 0, -86826582178, -70519333616, 0, 0, 0, 0, 29328881464, -174022799250, 0, -98616194096, 0, -156132283050, 0, 68456709236, -65617812222, 0, 0, 0, 0, -87959347976, -12417634698, 0, 117401499714, 0, 21469061940, 0, -24450834210, 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-65567056286, 0, 204667362492, 0, -149529494336, -35841028670, 0, 0, 0, 0, -13305572360, -176491063156, 0, -72499115074, 0, 25113094280, 0, 386694235218, -282994162148, 0, 0, 0, 0, -145852912124, 106097635316, 0, 290757056190, 0, -35080445508, 0, 144354119932, 101857384980, 0, 0, 0, 0, 333395492106, 219405190806, 0, -234987482624, 0, -82900398956, 0, -220761002928, 152885012254, 0, 0, 0, 0, 95592504044, 39843223030, 0, -145072812550, 0, -27478376548, 0, -48958358912, -76480662778, 0, 0, 0, 0, -156866268522, 190532306374, 0, 176725917794, 0, -205503186154, 0, -107512908266, -11521791462, 0, 0, 0, 0, 131214348946, -29451685678, 0, 118572314702, 0, 63219833490, 0, 194748379498, -83565932474, 0, 0, 0, 0, 238751744110, 95049248950, 0, -56220116000, 0, -356335945694, 0, 252852512372, 98365957420, 0, 0, 0, 0, 80397090728, 186211884396, 0, 80990749236, 0, -273710182238, 0, -183571406034, 151007622650, 0, 0, 0, 0, -19837921630, -24558490750, 0, -80370679876, 0, -87783908308, 0, -109003928418, -244930175682, 0, 0, 0, 0, 339651110086, 191606740848, 0, 134960581756, 0, 51799224712, 0, 367249736036, -88444446848, 0, 0, 0, 0, 48202579190, -47523901516, 0, -214773980522, 0, -301139147298, 0, 604726644330, -22086337618, 0, 0, 0, 0, 436932322514, 266140356168, 0, -274627177794, 0, -493522873170, 0, -96962414250, -154546922348, 0, 0, 0, 0, -124697335918, 267306916624, 0, -297972730580], 'weight': 8, 'weight_parity': 1}
• 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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 1.7345091996832134], [-1.549512492520916, 0.0], [-2.008522163785701, 0.0], [0.0, -1.4803114001056616], [0.0, -2.687643673301595], [0.0, 1.108416388598354], [0.0, -1.7492909711707194], [1.4009889644783817, 0.0], [2.5676137418792084, 0.0], [0.0, 0.7889200035428648], [3.1122301842910853, 0.0], [0.0, 0.0], [-1.9225584231034885, 0.0], [0.0, 2.293761007284851], [1.0256391186326943, 0.0], [-0.3039623353496004, 0.0], [0.0, 2.4300282475424115], [0.0, 1.3849242668684623], [0.0, 2.973238256416865], [0.0, -1.7175050410480677], [-1.3683890039592124, 0.0], [1.081730774620415, 0.0], [0.0, 2.7105482128830753], [-1.1913218412827844, 0.0], [0.0, 0.0], [-0.6213374098222781, 0.0], [0.0, -2.2262788832030984], [0.5725115563330005, 0.0], [-3.978549569010208, 0.0], [0.0, 0.8070681777642621], [0.0, 0.029689515652671482], [0.0, -1.2224414010893143], [0.0, -0.5272254670210759], [1.6408014161060904, 0.0], [-2.8139173863740083, 0.0], [0.0, 0.5580430651542233], [-2.4021638817478776, 0.0], [0.0, 0.0], [-2.58949536672592, 0.0], [0.0, 1.6938593959948947], [2.9790282942001682, 0.0], [0.35911198289650115, 0.0], [0.0, -1.584563312569738], [0.0, -2.073899935539574], [0.0, 1.8762719801595584], [0.0, -0.3184282812919569], [-1.5892406271395016, 0.0], [-0.22858689051341716, 0.0], [0.0, -2.0663586934885347], [0.47099343588003784, 0.0], [0.0, 0.0], [-1.242176933826084, 0.0], [0.0, -1.0777154534440805], [1.167847275015902, 0.0], [1.9389427808727562, 0.0], [0.0, -2.1459574527080534], [0.0, 0.9930265613845437], [0.0, -1.5903064522400139], [0.0, -4.607069821559039], [-0.2875439939540011, 0.0], [-1.3998671791036796, 0.0], [0.0, 1.5528791284732752], [0.9741423805989968, 0.0], [0.0, 0.0], [2.1203358562630528, 0.0], [0.0, 1.6535973281253884], [0.6105150875057344, 0.0], [-1.6761553488186602, 0.0], [0.0, 2.845985151089258], [0.0, 0.08489100462217951], [0.0, -2.4507373462718487], [0.0, 1.6189265476794679], [-0.9679308303294191, 0.0], [1.8459680756806944, 0.0], [0.0, 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0.007659193360535924, 0.17229546173009416, -0.3865474909248687, -0.32482278723266594, -0.3921129684453251, -0.30917617298928396, -0.16371439579411173, -0.42760444468933173, 0.08036230426191943, -0.15529260873801504, -0.2995580217722455, -0.3807360914729105, 0.12849747565209033, 0.07662939629362292, 0.02731927681186052, 0.012528771870141116, -0.25585882688879574, -0.43636663815165727, 0.09231918904987203, -0.24431272592314562, -0.4071936176894729, -0.28098518692241276, -0.49238926562546476, -0.2653533567071, -0.28243625013574647, 0.05833093660041197, -0.3355501010207475, 0.08799870419740732, -0.08968056631401279, -0.14662287662075185, -0.22455782095471935, -0.4455864319686586, -0.4917073133573286, 0.121016197845082, -0.2331992482332033, -0.3028482228193241, -0.39684705351779376, 0.024136933264766076, 0.05496827538544102, -0.4456431238454261, -0.4087509041913798, -0.287613130893514, -0.3902492639103828, -0.3588993375242281, -0.36954554660650546, -0.21341684168930578, -0.3965387878554213, -0.2307754991513343, -0.12959765315617708, 0.0538979034339234, -0.40256264303754946, -0.26366862008182484, -0.46191292804206496, -0.23970786165843672, -0.2626185581624381, -0.453880890026964, -0.4162415470860586, -0.48972581310655516, -0.2208075892757899, -0.2825715946168173, -0.37844273871278955, 0.010258380489895321, -0.3517506591220121, 0.04709208927345674, -0.12270539323197183, -0.35088050980081004, 0.06508683499343915, -0.3843376364642084, -0.27484853757085176, -0.4792389753209448, -0.3509746894306306, -0.4931044933372854, 0.026255472920371697, -0.2135182508335048, -0.34815857931923, -0.4576429524875857, 0.1503627380011824, -0.2736330371775617, -0.2392227641914348, -0.11661768352741482, -0.3498410400154775, -0.2168783179811101, -0.12747643571065367, 0.08523500064218403, -0.3013168252087392, 0.0009070102113619495, -0.4509925567205364, -0.3988323270485272, 0.12872038258040774, -0.23336425272356107, -0.4769761382982857, -0.39115833334139755, -0.12298617705433214, -0.19407441484990717], 'char_orbit_index': 2, 'conrey_index': 168, 'dual_conrey_index': 168, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 38, 'embedding_m': 38, 'hecke_orbit': 6, 'hecke_orbit_code': 22518066990547113, 'label': '169.8.b.f.168.38', 'level': 169, 'weight': 8}
• 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

  
  {'Nk2': 10816, 'analytic_conductor': 52.79306930681658, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [169, 2, [2], [1]], 'conrey_index': 168, 'cusp_dim': 98, 'dim': 86, 'eis_dim': 14, 'eis_new_dim': 10, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68853694633, 'hecke_orbit_dims': [2, 4, 8, 14, 16, 42], 'label': '169.8.b', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 112, 'mf_new_dim': 96, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 86, 'sturm_bound': 121, 'trace_bound': 1, 'trace_display': [0, 56, 0, 0], 'traces': [86, 0, 56, -5374, 0, 0, 0, 0, 59470, 2202, 0, -9566, 0, -7762, 0, 295042, -23486, 0, 0, 0, 0, 61812, -9050, 0, -1061696, 0, -220270, 0, -55844, 80310, 0, 0, 0, 0, 825704, -3249854, 0, 336006, 0, -1258114, 0, 1918636, 749286, 0, 0, 0, 0, 4844616, -9146200, 0, 482814, 0, -2655052, 0, 6892828, 1508720, 0, 0, 0, 0, 10615706, -5982218, 0, -17744804, 0, -11534586, 0, 19682364, 4649884, 0, 0, 0, 0, 34122644, -10402918, 0, -4656712, 0, -17787962, 0, 51153494, 1803098, 0, 0, 0, 0, 43405160, -19485520, 0, 2365264, 0, -51199512, 0, 43334890, 16879398, 0, 0, 0, 0, 132601444, -59116072, 0, 22028474, 0, -43360462, 0, 36047080, 28226064, 0, 0, 0, 0, 50851668, -3097576, 0, 21191276, 0, -38027094, 0, 68509298, -8323222, 0, 0, 0, 0, 27997674, -151100952, 0, -119245990, 0, 34527314, 0, -9429650, -111337358, 0, 0, 0, 0, -147236300, 83890110, 0, -55280698, 0, 95261420, 0, -59747830, 224712898, 0, 0, 0, 0, -180201774, 58668662, 0, -30993948, 0, -72651628, 0, -145402626, -92302662, 0, 0, 0, 0, -342925786, 325511360, 0, 77628012, 0, 609098178, 0, -344467084, -300301464, 0, 0, 0, 0, -496722164, -54748878, 0, -60106826, 0, 13428534, 0, -740587308, -81067276, 0, 0, 0, 0, -434406430, 339548970, 0, 1104320212, 0, 294180904, 0, -629923298, 190533868, 0, 0, 0, 0, -774257328, 780075834, 0, -213907018, 0, 561892130, 0, -535689384, -415799082, 0, 0, 0, 0, -100650346, 1679899876, 0, 340876122, 0, -223845100, 0, -110051408, 445197780, 0, 0, 0, 0, -458097458, -412456758, 0, 145016066, 0, 349643908, 0, 514528750, -550867676, 0, 0, 0, 0, 341594646, 642644462, 0, 549638138, 0, -310166272, 0, 55440814, 26787636, 0, 0, 0, 0, 710333090, -1303405040, 0, -2295722814, 0, -222076854, 0, 944428216, 297587178, 0, 0, 0, 0, 746668192, 1095951764, 0, 907508258, 0, -1320661850, 0, 1718979080, 1151668380, 0, 0, 0, 0, 2041880822, -4863989548, 0, -1276555198, 0, -175361694, 0, 292672000, -1159038040, 0, 0, 0, 0, 3033065720, -4190258672, 0, -1213644190, 0, -4241331526, 0, 5805227988, 2496560214, 0, 0, 0, 0, 3560988830, -6032933322, 0, -2066090754, 0, 1516022472, 0, 1154276626, 139835998, 0, 0, 0, 0, 2103730258, 2086353046, 0, 2920320570, 0, -5298002568, 0, 1095049732, 2192553032, 0, 0, 0, 0, 3019076408, -3993305610, 0, -5013083088, 0, 5633497066, 0, 1342491664, -7920403502, 0, 0, 0, 0, 3762795150, 2931039814, 0, 995484342, 0, -11556026388, 0, -238698208, 1878893630, 0, 0, 0, 0, -584156898, -2436891398, 0, -948598106, 0, 9471131764, 0, 3470226504, 8120917108, 0, 0, 0, 0, -2268409016, 13190759216, 0, 2300526098, 0, -1498620110, 0, 2553141226, 2179662308, 0, 0, 0, 0, -16041701770, 4819618700, 0, -4863160406, 0, 4639307508, 0, -6485347900, -12869277748, 0, 0, 0, 0, 3295912756, 6948648170, 0, 17827587268, 0, 6559889882, 0, -15967701394, 2451173334, 0, 0, 0, 0, -7713892602, 913563930, 0, -1230610990, 0, 1340650066, 0, -15336671398, -1755234186, 0, 0, 0, 0, -1963865060, 5579535376, 0, 9808111120, 0, 288488538, 0, -7224179958, -4110463482, 0, 0, 0, 0, -19814822176, -3017438608, 0, 3685376972, 0, 12581959432, 0, -10993660346, -2684580654, 0, 0, 0, 0, -1773983708, 16892087360, 0, 6170480454, 0, 526989350, 0, 16190194944, 16749946322, 0, 0, 0, 0, -15481545706, -18101323174, 0, -21742158932, 0, 7811936144, 0, 287791148, -5618077928, 0, 0, 0, 0, 1785625078, 8885274182, 0, 2861940800, 0, -12374379070, 0, -17177507454, -604064536, 0, 0, 0, 0, -1758937626, -2998525142, 0, -17387303888, 0, -2486181112, 0, 13230302232, -5184804356, 0, 0, 0, 0, -2669663688, -138982350, 0, -12545330818, 0, 20734087296, 0, -10973337128, -25650408192, 0, 0, 0, 0, 29880322654, -319793912, 0, 4052549560, 0, -8930142868, 0, 9232378666, 4093289190, 0, 0, 0, 0, 3076883900, -21802476530, 0, 3586800336, 0, -10204820754, 0, 41236721900, 23270285134, 0, 0, 0, 0, -6206370992, 4380733994, 0, -13112348624, 0, -12192210352, 0, 5448774080, 13743192110, 0, 0, 0, 0, -2211789926, 2969763828, 0, 12708318134, 0, 7534541438, 0, 7763927536, -2534688320, 0, 0, 0, 0, 55162398240, -17981919230, 0, 39494591110, 0, -25810566858, 0, 452190066, 18330125204, 0, 0, 0, 0, -2911853624, -19661564456, 0, -8579592684, 0, -14579286190, 0, -44804003594, -5709866146, 0, 0, 0, 0, 52426238826, -6744670166, 0, 53700095690, 0, 11122699708, 0, 6889703760, -35293731650, 0, 0, 0, 0, -27323558122, 227157572, 0, -33065652604, 0, -25931936394, 0, 46750045122, -6706348172, 0, 0, 0, 0, -1143031498, 42802120710, 0, -5130330408, 0, -54986070898, 0, 16751712066, 82704181836, 0, 0, 0, 0, 18801818392, -109698458280, 0, -90589119890, 0, 83830980716, 0, 61194789032, -9163465306, 0, 0, 0, 0, 78995984302, 61724805764, 0, 19530049960, 0, -75548613038, 0, 74832527800, -17416102656, 0, 0, 0, 0, 686938002, -3284735180, 0, -75456473760, 0, -8266716718, 0, -35154026158, -18463682778, 0, 0, 0, 0, 3247532074, 24928314058, 0, 67382519136, 0, 69538933376, 0, -37418599058, -65010696884, 0, 0, 0, 0, 43628422678, -39559770174, 0, -13476678884, 0, -57773505634, 0, 85961671172, 4836900274, 0, 0, 0, 0, -25766174840, -25412773698, 0, -22162469238, 0, -60481396904, 0, -54096623170, 95729199772, 0, 0, 0, 0, 6876535370, -7091266366, 0, 8528652230, 0, 198783887120, 0, -79952781960, -53096938760, 0, 0, 0, 0, -132580616454, 85570043384, 0, 70561379798, 0, -64635974264, 0, 36652718326, 66562386666, 0, 0, 0, 0, -116752646182, -119343458306, 0, 4095822642, 0, 7958464746, 0, -208888769076, -28103765388, 0, 0, 0, 0, -21104135832, 34678816664, 0, 28059482484, 0, 96851786528, 0, -102184814598, -92724358352, 0, 0, 0, 0, -56370010896, 14014315606, 0, 144316184332, 0, 12613761124, 0, -3179577692, -39603001576, 0, 0, 0, 0, -220475815962, 67375055164, 0, -116136636348, 0, -46897770718, 0, -97643758810, 50013774046, 0, 0, 0, 0, -64971366506, 171606093448, 0, 6097158652, 0, 149987891078, 0, -126293498630, 88442209770, 0, 0, 0, 0, 140705526920, 5443924282, 0, -36904557716, 0, 39377331268, 0, 132404389082, 20352239620, 0, 0, 0, 0, 7310897226, 160162121862, 0, -85455908296, 0, -158776472364, 0, 103172200006, -74828187546, 0, 0, 0, 0, -48275374134, 49848688914, 0, 42038713958, 0, 28594891026, 0, -87316831712, -19364998286, 0, 0, 0, 0, -62818011534, -14560554484, 0, 206975114166, 0, 177937331716, 0, 241704488130, -160110626580, 0, 0, 0, 0, 104619165436, 36906981832, 0, -13766780820, 0, -26682882808, 0, 141983400252, -5047930240, 0, 0, 0, 0, 270006477698, -39317009610, 0, -91590779676, 0, -130409148428, 0, -257760421688, 20383652926, 0, 0, 0, 0, 76679472996, -52295990372, 0, 94482192246, 0, -48424784436, 0, 72158366440, 96093784350, 0, 0, 0, 0, -104567560242, -38059239310, 0, -225659128714, 0, -68568716126, 0, -104365015974, 218306238160, 0, 0, 0, 0, -117707462034, -107912360558, 0, 131170217776, 0, 112495251378, 0, -28316029462, -138686728754, 0, 0, 0, 0, 125841738890, -8695673510, 0, 35166883344, 0, -114539599774, 0, 74575949228, -164216584168, 0, 0, 0, 0, -112782885124, 1894308, 0, 82955822340, 0, -162503461520, 0, -103019164474, 198672244618, 0, 0, 0, 0, -144513394182, -359494874078, 0, -114270764604, 0, -38710791508, 0, 24505198442, 119016202518, 0, 0, 0, 0, 178232524870, 130861923120, 0, 98120143720, 0, 256955069788, 0, 71847352298, 206664548784, 0, 0, 0, 0, 287807762330, -546746599536, 0, -500646535082, 0, -203460687522, 0, 451985418370, -94532544770, 0, 0, 0, 0, 462326037798, 102597786712, 0, 26424096878, 0, -441753501042, 0, 144242435770, -256480375928, 0, 0, 0, 0, -75702653692, -124796305148, 0, 121494514284], 'weight': 8, '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: 45117509
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 168, 'source_dim': 42, 'source_embedding_index': 38, 'source_hecke_orbit_code': 22518066990547113, 'source_is_minimal': False, 'source_label': '169.8.b.f.168.38', 'source_level': 169, 'target_conrey_index': 168, 'target_dim': 42, 'target_embedding_index': 38, 'target_hecke_orbit_code': 22518066990547113, 'target_is_minimal': False, 'target_label': '169.8.b.f.168.38', 'target_level': 169, 'twist_class_label': '169.8.a.h.1.3', 'twist_class_level': 169, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 45117510
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 168, 'source_dim': 42, 'source_embedding_index': 38, 'source_hecke_orbit_code': 22518066990547113, 'source_is_minimal': False, 'source_label': '169.8.b.f.168.38', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 21, 'target_embedding_index': 19, 'target_hecke_orbit_code': 36028797153181865, 'target_is_minimal': True, 'target_label': '169.8.a.i.1.19', 'target_level': 169, 'twist_class_label': '169.8.a.h.1.3', 'twist_class_level': 169, 'twisting_char_label': '13.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 45117511
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 168, 'source_dim': 42, 'source_embedding_index': 38, 'source_hecke_orbit_code': 22518066990547113, 'source_is_minimal': False, 'source_label': '169.8.b.f.168.38', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 21, 'target_embedding_index': 3, 'target_hecke_orbit_code': 31525197525811369, 'target_is_minimal': True, 'target_label': '169.8.a.h.1.3', 'target_level': 169, 'twist_class_label': '169.8.a.h.1.3', 'twist_class_level': 169, 'twisting_char_label': '13.8', 'twisting_conrey_index': 8, 'weight': 8}
  • id: 45117512
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 168, 'source_dim': 42, 'source_embedding_index': 38, 'source_hecke_orbit_code': 22518066990547113, 'source_is_minimal': False, 'source_label': '169.8.b.f.168.38', 'source_level': 169, 'target_conrey_index': 168, 'target_dim': 42, 'target_embedding_index': 5, 'target_hecke_orbit_code': 22518066990547113, 'target_is_minimal': False, 'target_label': '169.8.b.f.168.5', 'target_level': 169, 'twist_class_label': '169.8.a.h.1.3', 'twist_class_level': 169, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 8}
• hecke_orbit_code 22518066990547113 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 2, 'hecke_orbit': 6, 'label': '169.8.b.f', 'level': 169, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44092693
    {'hecke_orbit_code': 22518066990547113, 'n': 1, 'trace_an': 42}
  • id: 44092694
    {'hecke_orbit_code': 22518066990547113, 'n': 2, 'trace_an': 0}
  • id: 44092695
    {'hecke_orbit_code': 22518066990547113, 'n': 3, 'trace_an': -52}
  • id: 44092696
    {'hecke_orbit_code': 22518066990547113, 'n': 4, 'trace_an': -2818}
  • id: 44092697
    {'hecke_orbit_code': 22518066990547113, 'n': 5, 'trace_an': 0}
  • id: 44092698
    {'hecke_orbit_code': 22518066990547113, 'n': 6, 'trace_an': 0}
  • id: 44092699
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  • id: 44092702
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  • id: 44092704
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  • id: 44092706
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  • id: 44092708
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  • id: 44092709
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  • id: 44092711
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  • id: 44092712
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  • id: 44092713
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  • id: 44092714
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  • id: 44092715
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  • id: 44092716
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  • id: 44092717
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  • id: 44092718
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  • id: 44092719
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  • id: 44092720
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  • id: 44092721
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  • id: 44092722
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  • id: 44092723
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  • id: 44092724
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  • id: 44092725
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  • id: 44092727
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  • id: 44092728
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  • id: 44092732
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  • id: 44092740
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  • id: 44092741
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  • id: 44092745
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  • id: 44092748
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  • id: 44092800
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