Embedded newform data - 160.8.d.a.81.10

Formats: - HTML - YAML - JSON - 2025-10-07T19:27:27.462816

• 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': 10240, 'analytic_conductor': 49.98160407745948, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [160, 2, [31, 101, 97], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 81, 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206292648096, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '160.8.d.a', 'level': 160, '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], 'level_radical': 10, 'minimal_twist': '40.8.d.a', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 28, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '160.8.d', 'trace_display': [0, 0, 0, -1372], 'traces': [28, 0, 0, 0, 0, 0, -1372, 0, -20412, 0, 0, 0, 0, 0, 13500, 0, 0, 0, 0, 0, 0, 0, -2588, 0, -437500, 0, 0, 0, 0, 0, -268024, 0, -99016, 0, 0, 0, 0, 0, 283944, 0, -601208, 0, 0, 0, 0, 0, 2076460, 0, 4316268, 0, 0, 0, 0, 0, -1331000, 0, 3788536, 0, 0, 0, 0, 0, 14839060, 0, 0, 0, 0, 0, 0, 0, 1001656, 0, 2534128, 0, 0, 0, 0, 0, 22040096, 0, 11166300, 0, 0, 0, 0, 0, -34127184, 0, 3807224, 0, 0, 0, 0, 0, 13718000, 0, 15198608, 0, 0, 0, 0, 0, -76278524, 0, 9659000, 0, 0, 0, 0, 0, 124793464, 0, 21299928, 0, 0, 0, 0, 0, -97516632, 0, -28692636, 0, 0, 0, 0, 0, 125462980, 0, -15795088, 0, 0, 0, 0, 0, -39366000, 0, 65215624, 0, 0, 0, 0, 0, 207436800, 0, 0, 0, 0, 0, 0, 0, -261096504, 0, -141130704, 0, 0, 0, 0, 0, 317446968, 0, -87564512, 0, 0, 0, 0, 0, -334666980, 0, -240735172, 0, 0, 0, 0, 0, 21437500, 0, 193161880, 0, 0, 0, 0, 0, -481723768, 0, -47627000, 0, 0, 0, 0, 0, -368466424, 0, -236770192, 0, 0, 0, 0, 0, 80213072, 0, -114762960, 0, 0, 0, 0, 0, -674942732, 0, 210510560, 0, 0, 0, 0, 0, -278274500, 0, -513445872, 0, 0, 0, 0, 0, 577013932, 0, 318937500, 0, 0, 0, 0, 0, 1696781168, 0, -316332336, 0, 0, 0, 0, 0, -587537584, 0, 1201465640, 0, 0, 0, 0, 0, 1479613616, 0, 238781440, 0, 0, 0, 0, 0, 397953000, 0, -79104056, 0, 0, 0, 0, 0, -288554004, 0, 360812000, 0, 0, 0, 0, 0, -3014430072, 0, 1239562240, 0, 0, 0, 0, 0, 3418132872, 0, -1273780792, 0, 0, 0, 0, 0, -2027891744, 0, -1019930892, 0, 0, 0, 0, 0, -410758000, 0, 2153260576, 0, 0, 0, 0, 0, 423745056, 0, 258301000, 0, 0, 0, 0, 0, 3503120008, 0, -352343736, 0, 0, 0, 0, 0, -1616542720, 0, -2707803248, 0, 0, 0, 0, 0, 3440832536, 0, 995813920, 0, 0, 0, 0, 0, 1353433500, 0, 2180874712, 0, 0, 0, 0, 0, -3125222288, 0, -564055000, 0, 0, 0, 0, 0, -4485703680, 0, -5029767768, 0, 0, 0, 0, 0, -344534448, 0, 1374984932, 0, 0, 0, 0, 0, -2630589820, 0, 7901209448, 0, 0, 0, 0, 0, -210937500, 0, -3121769568, 0, 0, 0, 0, 0, 6853283292, 0, -695213000, 0, 0, 0, 0, 0, 2560690056, 0, 1058501640, 0, 0, 0, 0, 0, 2819550752, 0, 6426942504, 0, 0, 0, 0, 0, -5265320048, 0, 306344424, 0, 0, 0, 0, 0, 4356560500, 0, -14500020536, 0, 0, 0, 0, 0, -20930081572, 0, 0, 0, 0, 0, 0, 0, -1250959416, 0, 7844760128, 0, 0, 0, 0, 0, -6641480656, 0, -8177897916, 0, 0, 0, 0, 0, 5242510776, 0, -16240237224, 0, 0, 0, 0, 0, -6411753000, 0, 3527858072, 0, 0, 0, 0, 0, 14764729716, 0, 2789748000, 0, 0, 0, 0, 0, 339243464, 0, -7967893448, 0, 0, 0, 0, 0, 7596063776, 0, -14983286784, 0, 0, 0, 0, 0, 2753307972, 0, 20664048880, 0, 0, 0, 0, 0, 4561979000, 0, 10402702192, 0, 0, 0, 0, 0, -13348544892, 0, 362000, 0, 0, 0, 0, 0, -2022386696, 0, -23935010368, 0, 0, 0, 0, 0, 2788457800, 0, 10308359160, 0, 0, 0, 0, 0, 16112164656, 0, 26108671692, 0, 0, 0, 0, 0, 748201500, 0, 7010770408, 0, 0, 0, 0, 0, -1716160448, 0, -1447745000, 0, 0, 0, 0, 0, -13068328800, 0, 23065447600, 0, 0, 0, 0, 0, -1727798936, 0, 32803401296, 0, 0, 0, 0, 0, 12697533116, 0, -18602179288, 0, 0, 0, 0, 0, 40437500, 0, -17218050616, 0, 0, 0, 0, 0, 24903403968, 0, -1109598000, 0, 0, 0, 0, 0, -3594955224, 0, 22075366216, 0, 0, 0, 0, 0, 17586407424, 0, -3308512344, 0, 0, 0, 0, 0, -16579076500, 0, -31657913344, 0, 0, 0, 0, 0, 11843974000, 0, -6397367712, 0, 0, 0, 0, 0, -40904864680, 0, 6835937500, 0, 0, 0, 0, 0, 28427023448, 0, -21205953624, 0, 0, 0, 0, 0, -24504705992, 0, -27889026328, 0, 0, 0, 0, 0, -41919132060, 0, 15306523168, 0, 0, 0, 0, 0, -14873553000, 0, 19380474432, 0, 0, 0, 0, 0, 75385119056, 0, 2439785000, 0, 0, 0, 0, 0, 9795088912, 0, -21598918208, 0, 0, 0, 0, 0, 29750888440, 0, -10369408416, 0, 0, 0, 0, 0, -38877386512, 0, 30277195344, 0, 0, 0, 0, 0, -156518000, 0, 2302216656, 0, 0, 0, 0, 0, -48333103136, 0, -2273261000, 0, 0, 0, 0, 0, 6916845120, 0, -10812320080, 0, 0, 0, 0, 0, -20678496048, 0, 5200889568, 0, 0, 0, 0, 0, 28964004980, 0, -38670358620, 0, 0, 0, 0, 0, -23354833500, 0, 20550040824, 0, 0, 0, 0, 0, 6603802140, 0, -2801487000, 0, 0, 0, 0, 0, 888219256, 0, 73017670200, 0, 0, 0, 0, 0, 28882870224, 0, -52719710552, 0, 0, 0, 0, 0, 65606059056, 0, -44489382744, 0, 0, 0, 0, 0, 4187875000, 0, 20373939952, 0, 0, 0, 0, 0, -67268951040, 0, -20067055000, 0, 0, 0, 0, 0, -121745919144, 0, -7040518048, 0, 0, 0, 0, 0, -10257550568, 0, 12451430440, 0, 0, 0, 0, 0, -69577968632, 0, -33073171880, 0, 0, 0, 0, 0, 12449267500, 0, -45382386888, 0, 0, 0, 0, 0, 84904249044, 0, 1547125000, 0, 0, 0, 0, 0, 107902530056, 0, -69362316624, 0, 0, 0, 0, 0, -140314505872, 0, 41882902028, 0, 0, 0, 0, 0, 86682511836, 0, 19300318656, 0, 0, 0, 0, 0, 6413644000, 0, 6007139352, 0, 0, 0, 0, 0, 60575691492, 0, 51320883000, 0, 0, 0, 0, 0, -81362399448, 0, 34632532320, 0, 0, 0, 0, 0, -2194489320, 0, 28147305768, 0, 0, 0, 0, 0, -219075802732, 0, -2908858832, 0, 0, 0, 0, 0, -8024834000, 0, 180629308768, 0, 0, 0, 0, 0, 115071180552, 0, -18819368000, 0, 0, 0, 0, 0, 183552457416, 0, -8113660888, 0, 0, 0, 0, 0, 63156505728, 0, 155198859088, 0, 0, 0, 0, 0, 203507525396, 0, -14604611720, 0, 0, 0, 0, 0, -29151360000, 0, -110281718960, 0, 0, 0, 0, 0, -51742308288, 0, -75315578000, 0, 0, 0, 0, 0, 59133649496, 0, 58658346904, 0, 0, 0, 0, 0, 121411511752, 0, 38267427164, 0, 0, 0, 0, 0, -46331428100, 0, -28023210192, 0, 0, 0, 0, 0, -4436625000, 0, -294619427344, 0, 0, 0, 0, 0, -131215982116, 0, 26994344000, 0, 0, 0, 0, 0, 3320264296, 0, 237026104968, 0, 0, 0, 0, 0, 80403753248, 0], '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, 0.0], [0.0, -0.6187285605407494], [0.0, 0.0], [0.0, -0.4472135954999579], [0.0, 0.0], [-0.7988900238293293, 0.0], [0.0, 0.0], [0.6171749683711721, 0.0], [0.0, 0.0], [0.0, -0.14406215242260986], [0.0, 0.0], [0.0, -0.5294506773999308], [0.0, 0.0], [-0.276703824197942, 0.0], [0.0, 0.0], [0.1354219530249521, 0.0], [0.0, 0.0], [0.0, -1.3509599415288156], [0.0, 0.0], [0.0, 0.4942960744742859], [0.0, 0.0], [-0.8195876925585832, 0.0], [0.0, 0.0], [-0.2, 0.0], [0.0, 0.0], [0.0, -1.0005923403228274], [0.0, 0.0], [0.0, 0.9273630801588898], [0.0, 0.0], [-1.0404302712152114, 0.0], [0.0, 0.0], [-0.08913536819684345, 0.0], [0.0, 0.0], [0.0, 0.3572744799657614], [0.0, 0.0], [0.0, -0.3780538067391219], [0.0, 0.0], [-0.3275862555049839, 0.0], [0.0, 0.0], [1.480813009278433, 0.0], [0.0, 0.0], [0.0, 0.5322178887786623], [0.0, 0.0], [0.0, -0.2760090366578447], [0.0, 0.0], [-1.242985639118053, 0.0], [0.0, 0.0], [-0.3617747298259737, 0.0], [0.0, 0.0], [0.0, -0.0837894300607456], [0.0, 0.0], [0.0, 0.5246948383958527], [0.0, 0.0], [-0.06442655316037833, 0.0], [0.0, 0.0], [-0.8358774999703392, 0.0], [0.0, 0.0], [0.0, 1.0358631763615067], [0.0, 0.0], [0.0, 1.3834472858967446], [0.0, 0.0], [-0.49305492518891125, 0.0], [0.0, 0.0], [-0.2367775410799114, 0.0], [0.0, 0.0], [0.0, -0.3407183062781261], [0.0, 0.0], [0.0, 0.5071023132536865], [0.0, 0.0], [-1.5039752482378619, 0.0], [0.0, 0.0], [-0.7944501671031998, 0.0], [0.0, 0.0], [0.0, 0.1237457121081499], [0.0, 0.0], [0.0, 0.11508981638180325], [0.0, 0.0], [0.866258093529199, 0.0], [0.0, 0.0], [-0.0019200900448705757, 0.0], [0.0, 0.0], [0.0, 0.7756916896533286], [0.0, 0.0], [0.0, -0.06056253852191523], [0.0, 0.0], [0.5737860236853455, 0.0], [0.0, 0.0], [-1.7836968047212227, 0.0], [0.0, 0.0], [0.0, 0.4229728642844853], [0.0, 0.0], [0.0, 0.6437439240520093], [0.0, 0.0], [-0.6041676528275146, 0.0], [0.0, 0.0], [-1.4244167788999595, 0.0], [0.0, 0.0], [0.0, -0.08891155436490722], [0.0, 0.0], [0.0, -1.5752588977648325], [0.0, 0.0], [-1.136675508712971, 0.0], [0.0, 0.0], [0.2210559247071604, 0.0], [0.0, 0.0], [0.0, 1.3835633713373685], [0.0, 0.0], [0.0, 0.5495490872561083], [0.0, 0.0], [-0.2339126876506476, 0.0], [0.0, 0.0], [-1.140750702543268, 0.0], [0.0, 0.0], [0.0, 0.3665307588166381], [0.0, 0.0], [0.0, -0.32676370507839797], [0.0, 0.0], [-0.1081872472791183, 0.0], [0.0, 0.0], [0.9792460962393648, 0.0], [0.0, 0.0], [0.0, -0.9162213016608604], [0.0, 0.0], [0.0, 0.08944271909999159], [0.0, 0.0], [0.7416323258826834, 0.0], [0.0, 0.0], [0.3292984082180584, 0.0], [0.0, 0.0], [0.0, -0.3708479809096813], [0.0, 0.0], [0.0, 1.0792684198804248], [0.0, 0.0], [-0.4474784981454892, 0.0], [0.0, 0.0], [1.249424901664774, 0.0], [0.0, 0.0], [0.0, -1.1226779805798186], [0.0, 0.0], [0.0, 0.7690707152643365], [0.0, 0.0], [-0.07627380418784288, 0.0], [0.0, 0.0], [0.4147293774117728, 0.0], [0.0, 0.0], [0.0, 0.22384035782524325], [0.0, 0.0], [0.0, 0.633677366861363], [0.0, 0.0], [0.20704721166782517, 0.0], [0.0, 0.0], [0.08357903957493718, 0.0], [0.0, 0.0], [0.0, 0.46529456245715106], [0.0, 0.0], [0.0, -0.995873246565673], [0.0, 0.0], [0.3246436820838271, 0.0], [0.0, 0.0], [0.6547604312383515, 0.0], [0.0, 0.0], [0.0, 0.30012869466806], [0.0, 0.0], [0.0, 0.03986254849752296], [0.0, 0.0], [-0.623319053529495, 0.0], [0.0, 0.0], [0.7196819802007544, 0.0], [0.0, 0.0], [0.0, -0.8337786591837674], [0.0, 0.0], [0.0, -1.5121663713685394], [0.0, 0.0], [0.15977800476586584, 0.0], [0.0, 0.0], [0.6409181320273235, 0.0], [0.0, 0.0], [0.0, -0.6862547177038057], [0.0, 0.0], [0.0, -0.8014019647770697], [0.0, 0.0], [0.8559783477868994, 0.0], [0.0, 0.0], [-0.16907080220424894, 0.0], [0.0, 0.0], [0.0, -0.019509178038048164], [0.0, 0.0], [0.0, 0.7993632386039479], [0.0, 0.0], [1.3473040933150717, 0.0], [0.0, 0.0], [-1.1116043674150586, 0.0], [0.0, 0.0], [0.0, 0.14650102716075175], [0.0, 0.0], [0.0, -1.6987697746163943], [0.0, 0.0], [1.3432791884985344, 0.0], [0.0, 0.0], 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[0.0, 0.071055199757678], [0.0, 0.0], [-0.26307321318828486, 0.0], [0.0, 0.0], [-0.358397854108684, 0.0], [0.0, 0.0], [0.0, -0.6391769168300899], [0.0, 0.0], [0.0, -0.972210360404418], [0.0, 0.0], [0.8213913822304132, 0.0], [0.0, 0.0], [0.11174781442778961, 0.0], [0.0, 0.0], [0.0, -0.38280515458389275], [0.0, 0.0], [0.0, 0.2962667523059939], [0.0, 0.0], [-1.3955569527891598, 0.0], [0.0, 0.0], [0.16303950863916705, 0.0], [0.0, 0.0], [0.0, 0.7962807139722652], [0.0, 0.0], [0.0, 0.07561076134782438], [0.0, 0.0], [-0.7015276711382138, 0.0], [0.0, 0.0], [1.5810346148595091, 0.0], [0.0, 0.0], [0.0, 0.48874316785230054], [0.0, 0.0], [0.0, 0.8473151035720351], [0.0, 0.0], [-0.008724769655644334, 0.0], [0.0, 0.0], [-0.1628245828488324, 0.0], [0.0, 0.0], [0.0, 0.668893548230904], [0.0, 0.0], [0.0, -0.7055384829537426], [0.0, 0.0], [-1.2136561173852427, 0.0], [0.0, 0.0], [0.35748610804656233, 0.0], [0.0, 0.0], [0.0, -0.2548994655636796], [0.0, 0.0], [0.0, 0.4206221791332774], [0.0, 0.0], 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'angles': [None, -0.4499418798498942, None, -0.31539857799684407, -0.48852596141064814, -0.45735935271582173, -0.23921521168225057, -0.3819682394768565, -0.3171996811286873, 0.07673590809316332, -0.33707412076211735, -0.46973333098466935, -0.11731651375710857, 0.04286904684528333, -0.3567367505663218, 0.0422483205616254, 0.0866489125445914, 0.12157418190188547, -0.4727536065872456, -0.38545235166892516, -0.31501338686566976, -0.17870471710164054, 0.06339035504229451, -0.4252956754938302, -0.37615244780440565, -0.3556540877900806, -0.3462066485128875, 0.12158697423589207, 0.04430160802776383, -0.3466011230207644, -0.18953899731195636, -0.4703170751050779, -0.14260809660962875, -0.4051431985828333, 0.051310692157864685, -0.23349413377888756, -0.41704560630728116, 0.023974043327524813, -0.30044241603345834, -0.36355526011444933, -0.4442568760167364, -0.4343833122581084, -0.13236233008853646, -0.3437944027534618, -0.3384865854438419, -0.13279517794986184, -0.4820681374182793, -0.28830347788637967, 0.09650904346942027, 0.11416451892027164, -0.20246353088659425, -0.19286998005294256, -0.40194113427309813, -0.45711237092236845, -0.2350930715057355, -0.2953241086666828, 0.08787482881037172, -0.2963901127200243, -0.48360794153050146, -0.3130557602752031, -0.40169094053694787, -0.3796385497087198, 0.021030393240790406, -0.37003836322006306, -0.34088978522881885, 0.07990688770456793, -0.4733675234596139, -0.40809140621735307, -0.34813593741215226, 0.04449654773485728, -0.3237060321503246, -0.14835265884077925, -0.10155876187925446, -0.3365847895936862, 0.1250867764935087, -0.2500090989727635, 0.057547940827812394, -0.4344762299251754, -0.1263183258123454, -0.2035926674237947, 0.17778990482143858, -0.3928065053239486, -0.18965604365178074, -0.18685934327753154, -0.20281605040501, -0.3110881955859449, -0.10463236598133688, -0.2432418339800563, -0.43353381139296104, -0.40335676621247224, -0.3505652278750473, -0.21774566562832023, -0.27698921695579465, -0.46940561708078266, 0.2135888061658408, -0.30878107496594176, -0.4227648043570982, -0.31677054011018385, 0.05220670679490926, 0.03423797910155865, 0.19019586414664783, 0.04220433593749765, 0.03074487094976417, -0.2111637198738407, -0.4050538958363095, -0.334566888193099, -0.49052849067043575, -0.3077027558057067, -0.23809822422554627, -0.360716323346376, -0.3685035272422827, 0.051975522978449866, -0.1777932970679031, -0.35674934966232213, -0.37671602207115923, -0.2234449538165694, 0.004259828552514561, -0.21578843978133005, 0.0022589861785501475, 0.06376107191735267, -0.4684425574613587, -0.080924745594006, -0.4277524064694566, -0.32510065517002673, 0.08664561221669996, -0.4874395294674216, 0.016518016168732705, -0.19374860116105963, -0.3078770796087789, 0.12519468091874117, -0.33423936106198204, -0.12312790859086928, -0.29989270956490643, -0.48711421350447687, -0.17496721070217844, -0.38955510126599097, -0.48636784677126393, 0.06271377027523109, -0.3423308524198025, -0.2575741462998184, -0.48940646366429885, 0.019982501924135282, -0.33333136046567075, -0.48235015505844897, -0.36735255779904064, -0.29484542367110633, -0.44156850292164695, -0.2515449863571435, 0.0019137931606804212, -0.12699105918399922, 0.12125127927630475, -0.2835332556240358, 0.19427112120656262, -0.2641065558488202, -0.4482276710370319, -0.18264293188001185, -0.3729140040893585, -0.1049058861553433, -0.26297152473678076, -0.44262003294865193, -0.4796604253813834, -0.21700603767205956, -0.2926013948788941, -0.45250710749058387, -0.22035649646086983, -0.28197841390527384, -0.2193962084853968, -0.4941596351030737], 'char_orbit_index': 4, 'conrey_index': 81, 'dual_conrey_index': 81, 'dual_embedding_index': 19, 'dual_embedding_m': 19, 'embedding_index': 10, 'embedding_m': 10, 'hecke_orbit': 1, 'hecke_orbit_code': 206292648096, 'label': '160.8.d.a.81.10', 'level': 160, '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': 10240, 'analytic_conductor': 49.98160407745948, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [160, 2, [31, 101, 97], [2, 1, 2]], 'conrey_index': 81, 'cusp_dim': 160, 'dim': 28, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_orbit_code': 206292648096, 'hecke_orbit_dims': [28], 'label': '160.8.d', 'level': 160, '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], 'level_radical': 10, 'mf_dim': 176, 'mf_new_dim': 28, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 28, 'sturm_bound': 192, 'trace_bound': 0, 'trace_display': [0, 0, 0, -1372], 'traces': [28, 0, 0, 0, 0, 0, -1372, 0, -20412, 0, 0, 0, 0, 0, 13500, 0, 0, 0, 0, 0, 0, 0, -2588, 0, -437500, 0, 0, 0, 0, 0, -268024, 0, -99016, 0, 0, 0, 0, 0, 283944, 0, -601208, 0, 0, 0, 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-294619427344, 0, 0, 0, 0, 0, -131215982116, 0, 26994344000, 0, 0, 0, 0, 0, 3320264296, 0, 237026104968, 0, 0, 0, 0, 0, 80403753248, 0], '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: 2260475
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 28, 'source_embedding_index': 10, 'source_hecke_orbit_code': 206292648096, 'source_is_minimal': False, 'source_label': '160.8.d.a.81.10', 'source_level': 160, 'target_conrey_index': 81, 'target_dim': 28, 'target_embedding_index': 10, 'target_hecke_orbit_code': 206292648096, 'target_is_minimal': False, 'target_label': '160.8.d.a.81.10', 'target_level': 160, 'twist_class_label': '40.8.d.a.21.9', 'twist_class_level': 40, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 2260476
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 81, 'source_dim': 28, 'source_embedding_index': 10, 'source_hecke_orbit_code': 206292648096, 'source_is_minimal': False, 'source_label': '160.8.d.a.81.10', 'source_level': 160, 'target_conrey_index': 21, 'target_dim': 28, 'target_embedding_index': 10, 'target_hecke_orbit_code': 206292647976, 'target_is_minimal': True, 'target_label': '40.8.d.a.21.10', 'target_level': 40, 'twist_class_label': '40.8.d.a.21.9', 'twist_class_level': 40, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 2260477
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 81, 'source_dim': 28, 'source_embedding_index': 10, 'source_hecke_orbit_code': 206292648096, 'source_is_minimal': False, 'source_label': '160.8.d.a.81.10', 'source_level': 160, 'target_conrey_index': 21, 'target_dim': 28, 'target_embedding_index': 9, 'target_hecke_orbit_code': 206292647976, 'target_is_minimal': True, 'target_label': '40.8.d.a.21.9', 'target_level': 40, 'twist_class_label': '40.8.d.a.21.9', 'twist_class_level': 40, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 2260478
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 81, 'source_dim': 28, 'source_embedding_index': 10, 'source_hecke_orbit_code': 206292648096, 'source_is_minimal': False, 'source_label': '160.8.d.a.81.10', 'source_level': 160, 'target_conrey_index': 81, 'target_dim': 28, 'target_embedding_index': 19, 'target_hecke_orbit_code': 206292648096, 'target_is_minimal': False, 'target_label': '160.8.d.a.81.19', 'target_level': 160, 'twist_class_label': '40.8.d.a.21.9', 'twist_class_level': 40, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 8}
• hecke_orbit_code 206292648096 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': 4, 'hecke_orbit': 1, 'label': '160.8.d.a', 'level': 160, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7101258
    {'hecke_orbit_code': 206292648096, 'n': 1, 'trace_an': 28}
  • id: 7101259
    {'hecke_orbit_code': 206292648096, 'n': 2, 'trace_an': 0}
  • id: 7101260
    {'hecke_orbit_code': 206292648096, 'n': 3, 'trace_an': 0}
  • id: 7101261
    {'hecke_orbit_code': 206292648096, 'n': 4, 'trace_an': 0}
  • id: 7101262
    {'hecke_orbit_code': 206292648096, 'n': 5, 'trace_an': 0}
  • id: 7101263
    {'hecke_orbit_code': 206292648096, 'n': 6, 'trace_an': 0}
  • id: 7101264
    {'hecke_orbit_code': 206292648096, 'n': 7, 'trace_an': -1372}
  • id: 7101265
    {'hecke_orbit_code': 206292648096, 'n': 8, 'trace_an': 0}
  • id: 7101266
    {'hecke_orbit_code': 206292648096, 'n': 9, 'trace_an': -20412}
  • id: 7101267
    {'hecke_orbit_code': 206292648096, 'n': 10, 'trace_an': 0}
  • id: 7101268
    {'hecke_orbit_code': 206292648096, 'n': 11, 'trace_an': 0}
  • id: 7101269
    {'hecke_orbit_code': 206292648096, 'n': 12, 'trace_an': 0}
  • id: 7101270
    {'hecke_orbit_code': 206292648096, 'n': 13, 'trace_an': 0}
  • id: 7101271
    {'hecke_orbit_code': 206292648096, 'n': 14, 'trace_an': 0}
  • id: 7101272
    {'hecke_orbit_code': 206292648096, 'n': 15, 'trace_an': 13500}
  • id: 7101273
    {'hecke_orbit_code': 206292648096, 'n': 16, 'trace_an': 0}
  • id: 7101274
    {'hecke_orbit_code': 206292648096, 'n': 17, 'trace_an': 0}
  • id: 7101275
    {'hecke_orbit_code': 206292648096, 'n': 18, 'trace_an': 0}
  • id: 7101276
    {'hecke_orbit_code': 206292648096, 'n': 19, 'trace_an': 0}
  • id: 7101277
    {'hecke_orbit_code': 206292648096, 'n': 20, 'trace_an': 0}
  • id: 7101278
    {'hecke_orbit_code': 206292648096, 'n': 21, 'trace_an': 0}
  • id: 7101279
    {'hecke_orbit_code': 206292648096, 'n': 22, 'trace_an': 0}
  • id: 7101280
    {'hecke_orbit_code': 206292648096, 'n': 23, 'trace_an': -2588}
  • id: 7101281
    {'hecke_orbit_code': 206292648096, 'n': 24, 'trace_an': 0}
  • id: 7101282
    {'hecke_orbit_code': 206292648096, 'n': 25, 'trace_an': -437500}
  • id: 7101283
    {'hecke_orbit_code': 206292648096, 'n': 26, 'trace_an': 0}
  • id: 7101284
    {'hecke_orbit_code': 206292648096, 'n': 27, 'trace_an': 0}
  • id: 7101285
    {'hecke_orbit_code': 206292648096, 'n': 28, 'trace_an': 0}
  • id: 7101286
    {'hecke_orbit_code': 206292648096, 'n': 29, 'trace_an': 0}
  • id: 7101287
    {'hecke_orbit_code': 206292648096, 'n': 30, 'trace_an': 0}
  • id: 7101288
    {'hecke_orbit_code': 206292648096, 'n': 31, 'trace_an': -268024}
  • id: 7101289
    {'hecke_orbit_code': 206292648096, 'n': 32, 'trace_an': 0}
  • id: 7101290
    {'hecke_orbit_code': 206292648096, 'n': 33, 'trace_an': -99016}
  • id: 7101291
    {'hecke_orbit_code': 206292648096, 'n': 34, 'trace_an': 0}
  • id: 7101292
    {'hecke_orbit_code': 206292648096, 'n': 35, 'trace_an': 0}
  • id: 7101293
    {'hecke_orbit_code': 206292648096, 'n': 36, 'trace_an': 0}
  • id: 7101294
    {'hecke_orbit_code': 206292648096, 'n': 37, 'trace_an': 0}
  • id: 7101295
    {'hecke_orbit_code': 206292648096, 'n': 38, 'trace_an': 0}
  • id: 7101296
    {'hecke_orbit_code': 206292648096, 'n': 39, 'trace_an': 283944}
  • id: 7101297
    {'hecke_orbit_code': 206292648096, 'n': 40, 'trace_an': 0}
  • id: 7101298
    {'hecke_orbit_code': 206292648096, 'n': 41, 'trace_an': -601208}
  • id: 7101299
    {'hecke_orbit_code': 206292648096, 'n': 42, 'trace_an': 0}
  • id: 7101300
    {'hecke_orbit_code': 206292648096, 'n': 43, 'trace_an': 0}
  • id: 7101301
    {'hecke_orbit_code': 206292648096, 'n': 44, 'trace_an': 0}
  • id: 7101302
    {'hecke_orbit_code': 206292648096, 'n': 45, 'trace_an': 0}
  • id: 7101303
    {'hecke_orbit_code': 206292648096, 'n': 46, 'trace_an': 0}
  • id: 7101304
    {'hecke_orbit_code': 206292648096, 'n': 47, 'trace_an': 2076460}
  • id: 7101305
    {'hecke_orbit_code': 206292648096, 'n': 48, 'trace_an': 0}
  • id: 7101306
    {'hecke_orbit_code': 206292648096, 'n': 49, 'trace_an': 4316268}
  • id: 7101307
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  • id: 7101312
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  • id: 7101314
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  • id: 7101315
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  • id: 7101511
    {'hecke_orbit_code': 206292648096, 'n': 971, 'trace_an': 0}
  • id: 7101512
    {'hecke_orbit_code': 206292648096, 'n': 977, 'trace_an': -294619427344}
  • id: 7101513
    {'hecke_orbit_code': 206292648096, 'n': 983, 'trace_an': -131215982116}
  • id: 7101514
    {'hecke_orbit_code': 206292648096, 'n': 991, 'trace_an': 3320264296}
  • id: 7101515
    {'hecke_orbit_code': 206292648096, 'n': 997, 'trace_an': 0}