Embedded newform data - 177.8.a.b.1.17

Formats: - HTML - YAML - JSON - 2024-05-01T13:32:21.412674

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 11328, 'analytic_conductor': 55.29214951068955, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [59, 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': [177, 1, [119, 61], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 17, 'field_poly': [-58321181718347776, 37636623107620864, 4719471961341952, -5633463408885760, -34502173230080, 288860762071040, -2735256748800, -6210397064704, 33122051904, 64650816672, -89298188, -357079564, -274939, 1070274, 1625, -1639, -2, 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': [[2, [-1475467232854016, 7788757416435712, -11284014941625344, 2120229732944896, 1232918500989184, -131417789647360, -47889020315008, 1766762759040, 750286858976, -4350215008, -5698856604, -60303860, 22317501, 456514, -43065, -1159, 32, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588401, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 248832, 'hecke_ring_index_factorization': [[2, 10], [3, 5]], 'hecke_ring_index_proved': False, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '177.8.a.b', 'level': 177, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 59], 'level_radical': 177, 'minimal_twist': '177.8.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2+\\beta _{1})q^{2}+3^{3}q^{3}+(69-3\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 17, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '177.8.a', 'trace_display': [-32, 459, -1072, -2407], 'trace_hash': 790509180876018281, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.847', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '594.166', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '41093.268', 'prec': 30}], 'trace_zratio': 0, 'traces': [17, -32, 459, 1166, -1072, -864, -2407, -6645, 12393, -6391, -8888, 31482, -12702, -17555, -28944, 139226, -36167, -23328, -71037, -274883, -64989, -325182, -269995, -179415, 97329, -336906, 334611, -901362, -543825, -172557, -633109, -837062, -239976, -529288, -287621, 850014, -867607, -1727169, -342954, -815662, -1428939, -473985, -477060, -1667926, -781488, 5305549, -1217849, 3759102, 4350738, 4561369, -976509, 4175994, -3487068, -629856, -960484, -5363196, -1917999, -3082906, -3491443, -7421841, 998917, -5742614, 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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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-0.19500976082008023, -0.21666863684618098, -0.2996974233196597, -0.09551874378867135, -0.19356321090946732, -0.21254349727896013, -0.1318982920865512, -0.30853019215679617, -0.1727630001301673, -0.17046310696421443, -0.3200559177567846, -0.2060936314169723, -0.21181027240674363, -0.07680384876082691, -0.17558533604713122, -0.13735801412182766, -0.2644133438818719], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 17, 'dual_embedding_m': 17, 'embedding_index': 17, 'embedding_m': 17, 'embedding_root_imag': 0.0, 'embedding_root_real': 24.027841325901033, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588401, 'label': '177.8.a.b.1.17', 'level': 177, 'weight': 8}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[3, -1], [59, -1]], 18, 1], [[[3, 1], [59, -1]], 16, 1], [[[3, -1], [59, 1]], 17, 1], [[[3, 1], [59, 1]], 17, 1]], 'ALdims': [17, 16, 17, 18], 'Nk2': 11328, 'analytic_conductor': 55.29214951068955, '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': [177, 1, [119, 61], [1, 1]], 'conrey_index': 1, 'cusp_dim': 138, 'dim': 68, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217905, 'hecke_orbit_dims': [16, 17, 17, 18], 'label': '177.8.a', 'level': 177, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 59], 'level_radical': 177, 'mf_dim': 142, 'mf_new_dim': 68, 'num_forms': 4, 'plus_dim': 35, 'prim_orbit_index': 1, 'relative_dim': 68, 'sturm_bound': 160, 'trace_bound': 2, 'trace_display': [-12, 54, -780, 1476], 'traces': [68, -12, 54, 4664, -780, -108, 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• 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: 34440065
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 17, 'source_embedding_index': 17, 'source_hecke_orbit_code': 4503599761588401, 'source_is_minimal': True, 'source_label': '177.8.a.b.1.17', 'source_level': 177, 'target_conrey_index': 1, 'target_dim': 17, 'target_embedding_index': 17, 'target_hecke_orbit_code': 4503599761588401, 'target_is_minimal': True, 'target_label': '177.8.a.b.1.17', 'target_level': 177, 'twist_class_label': '177.8.a.b.1.17', 'twist_class_level': 177, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 34440066
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 17, 'source_embedding_index': 17, 'source_hecke_orbit_code': 4503599761588401, 'source_is_minimal': True, 'source_label': '177.8.a.b.1.17', 'source_level': 177, 'target_conrey_index': 1, 'target_dim': 17, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799016329747, 'target_is_minimal': False, 'target_label': '531.8.a.d.1.1', 'target_level': 531, 'twist_class_label': '177.8.a.b.1.17', 'twist_class_level': 177, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 457575
    {'charpoly_factorization': [[[-1475467232854016, 7788757416435712, -11284014941625344, 2120229732944896, 1232918500989184, -131417789647360, -47889020315008, 1766762759040, 750286858976, -4350215008, -5698856604, -60303860, 22317501, 456514, -43065, -1159, 32, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 2}
  • id: 457576
    {'charpoly_factorization': [[[-27, 1], 17]], 'hecke_orbit_code': 4503599761588401, 'p': 3}
  • id: 457577
    {'charpoly_factorization': [[[1075870285303894645255857972990000000000, 73432977808778467239069645557250000000, 1586460862896630533147163131267500000, 8446483904437748328381508607250000, -128637960243282726571603113162500, -1554357207886903208404079123750, 1327362567580364669964185000, 75788327686948390411037125, 134355292650482639391960, -1686646699679909049719, -5048689959553278496, 17934286341578002, 72897507384604, -68887937908, -471032456, -138135, 1072, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 5}
  • id: 457578
    {'charpoly_factorization': [[[2480939343108286462621702735726884907789879918592, -25710006007529174486724791337080330017812619264, -86258063679610360274564457490528325846068096, 961352646734509343595694270053548600269008, 1567070694812343323192383723967684101488, -8874542041388801603088861218200109827, -15906440668275077025309948953790755, 23161213591832548511961539484940, 51647527339329361926550597789, -20645230794869689137880632, -74641010836743516250979, -1509583187617520794, 53136293400057767, 12104685446904, -18230095433, -6278660, 2407, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 7}
  • id: 457579
    {'charpoly_factorization': [[[63330812902982915676025017183609682054873780573068965576960, 303860353357460832095094396937249762840674921653477541440, -215805943221770985546919207907681183720162438935588208, -794929457311271376038548825733568276465466468958604, 589978756085157254656634571582381946691171399872, 280959455090279158969729890127110235940563321, -218068126629931554712120259193683856608568, -45836190670024112416654749695501401610, 30994641091885245197596813416975384, 4375076347569029007599521544095, -2140251150145989185043484448, -253775811657499198701800, 76421139661163220848, 8544088115237191, -1339552706104, -148928546, 8888, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 11}
  • id: 457580
    {'charpoly_factorization': [[[129112356814857143950815095955759939655053243814621078933675488, -431290755081970361780518340487374917783132924787935982844000, -915158337189200417081785098809024434174762546718889567308, -71347459993476526833389311726770267834291611256499918, 439740212428770641859163262179659028818166407932472, 84337219282070294411304476862109106253714605691, -68453645631628793519423568552815703764636946, -10078363244256506561246184366995380768454, 3785613840039706781842095802400613254, 435656146140339244795271297831299, -91953007216225734553941775840, -9032184647563877912208066, 1080211145810419091108, 95813951578561825, -6013088859298, -497691754, 12702, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 13}
  • id: 457581
    {'charpoly_factorization': [[[3917304643143898565716975346177363802835642664855937244993792699092768, 1606153322760564715946751788596986045047073231195200997333999985968, -527901009253116539036826596810040585741596044742965126038837904, -398873675060814460694994833493700427611283340396047591117792, -76384819026300623766305380476682302523641200139518074002, -2988281681445299537204950842745829285393177145462563, 819163806159903763746882796448444050343902900725, 102618899497839495163585174509411815242273202, 530716666975251982569402432273080943199, -569278612617588151249773976753868868, -27785423532731501975479298807435, 816420144217006386981554840, 89656243129007153303573, 661179196028435860, -101134516252165, -2055029030, 36167, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 17}
  • id: 457582
    {'charpoly_factorization': [[[2793389363254151787261324512386542525933092009448329750698192270179942400, 1121599785651390148577973599959946993859476632823148176941978548239360, -672759050136954017560385943573550297434336389986810166108829771264, -291726169402128883097468933794277510926804418728083065879113344, -36745082975028219389006395824637825013276237798596127800224, -882801965104812316143942312826144077936415518744394068, 182823004669069933770490263211953290033939806724704, 15106221982890042820999651452531212853142465903, 134410508713129076706931980150962672456085, -27583193974639610466748209695781923945, -919509118186301091936828236640330, 13919333763321374730419336439, 1023375422525962995747027, 3590559653165734181, -451198576183666, -4748132835, 71037, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 19}
  • id: 457583
    {'charpoly_factorization': [[[-15446369990019171380125286222382472330002738166131158234082989980931862659072, -178879176041648937755522218174825944129199631127872034949586057336971737600, -38505951087549229214904120686788220722099985216080037798785867134135040, -2035716101274854144317550547331258951720599452659827675045697095392, 91860097363482741246972134039279236740748909519796555342136048, 12068155984619416616959944853805175211066416749797957628772, 288759211397444547435152920821330188860300803275682232, -8097793514892910112654688078153643749597636063935, -509637105749540030245860105238461711477933541, -6425349829488791682609495737337785406093, 101525067823413335634714544143259714, 3250075137338291444562889484877, 12537642782826296584144645, -408679261736652346255, -4401398963753790, 6359155007, 269995, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 23}
  • id: 457584
    {'charpoly_factorization': [[[-1550148529523414920857346980568115003500571366391751476824697487142542143202280272000, 592668399779226260745227033085410336264331620607913297931488218396674028630211200, 10012493696255136281166973232645697650675600077128554637588066973310864418480, -4253844188327426066664585825482578793202997485403474472116677083829903160, -109972245903170121941363710392026661212743887270229526788780942416476, 310187073732237395816198936677108628057673831967863029694999274, 33386154155118723640546334996701290045770132805820123907990, 276304508494328370052809902029064655795572547368902465, -1333243803024341305027981599855324240456398256831, -26737970275802834556022553253441123041736659, -50084070061122631367124146931466529840, 842642700829465246066249154035893, 3972331510791251607084031919, -8175286964842126820097, -80929169301311500, -54576459477, 543825, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 29}
  • id: 457585
    {'charpoly_factorization': [[[836493745081558466125497715185914127834282306253993583845555421853457341518637958356992, 144275853945088943837544086187176563674354603416563349117437000755837231699853764352, 4895120101017238487934810414167106666907568635391756912078751638830085784269600, 6348710145986428607061927645845623133298063501102271452298916109555666760, -1902022763252329652584742541860391042608732450717539206517615390187656, -21172182548040593108275900016836226231928469313643113156225922714, 147803384683863125774698455770029301337011630681415218817696, 3146499378484729306262294994453837396003850799649369677, 3098772118019030815618209514667019861004521699245, -154375486888684037190123827255722391309795255, -586328186917544395534800015390065383602, 2602340549338204261184281764110521, 16441644991056321176404331435, -7907067941826166152493, -173711654977129714, -156853176577, 633109, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 31}
  • id: 457586
    {'charpoly_factorization': [[[-367979296522434689031285898852411366453306693887235806588753672252536616299977031499965024, -6886173775155641012130045853958517736405177298647702983209854085101002121499655464640, 306022913574429658218055215963146531070639526833556280784637958437763094468946204, 6018624123367236418857957336893787708587326195801487851283590627106425752106, -43118904653739329674428373367679608770525216994131323089860800223308630, -1178445729476137269287362899621104423669036051025190226132932284727, -257327817888267567380219872169416478423139749127766709631757, 76793841992817927298493402968112438574915468424865314908, 216509225307002108492069509743405210128343380401199, -1756368427134510192204593203588562909833160776, -7363369643130882414132747023463936656161, 14945940100099587013129802940219134, 94834469606387106924865898717, -11029647487727085914756, -508971507672490843, -384927448474, 867607, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 37}
  • id: 457587
    {'charpoly_factorization': [[[-57327059604029976953339810394405542642060326804327385507665167937137634724659183295590666751200, 2434417644218265488408412748573043603516932320866214565124264448489429148122074718014968560, 109875466121682213006253409277801035814338521282404913073946867766907143368019188994288, 609096918305503703529628001863492517829890135883896626080460916248779345377909856, -1247694036164570863091361218067360244700920721715218032344327409414370833986, -14851673838891212008345569433233321972642766931228430969361218548922703, -11327423459005661521382384624653151950487940038279038112548511175, 117722587434685974268557842556706159791390854468908676918106, 206123157252395407625862224611753900879296406431404123, -398749356668935071219362838809923154076737744152, -1086717541359857068131839906794675025727911, 462030054173162570009460767064177232, 2681229546888240299908070149609, 503322755092734857272984, -3164201715533339881, -1611382106054, 1428939, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 41}
  • id: 457588
    {'charpoly_factorization': [[[423868831331141189289995791410530266396200551548268475072805419710516312129753847251166260232192, 3312603327223518872038276194535523845457894631680783879332900708323004918414716895117289472, -31108018018963863606940771523750274078183407067140363997004394184943846507493609963264, -241671226471261672802037362236328328219650865754553479211914580443428047382917488, 774098390337563470003402689773265774164601731376128066322997101491188220040, 5843557545180023368037341900852256835432107172524946073061968971983097, -9806317851212254392466784929363022250361218425615044173486496612, -66052903148266811314357708266340566842985444899169234878950, 71380280176639222122266501943025164648588951687004996, 395483238682644576578874549957274964999861929503, -307513952822433491404229042060656845318984, -1321803863663765916768791233568269348, 752044640220820799110882604336, 2480665941425812753480007, -949572962808570580, -2453152665830, 477060, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 43}
  • id: 457589
    {'charpoly_factorization': [[[1931527331564796926326257612215309528882346418887796667653842113770436311647768227773790945280, -98075925200652906039206724679920702616252420346544396158826968652512121878052357500190720, -3652522275119313679874636063737679101747666165454275028293266489021413553019461305856, 176949601958499462202702699659976293773439270583815244193058929141007432818338944, 742653249001684381295446095053666072513148136456884176279213665212586725280, -10375636141054117647783473427389440352313494579128427867347552099973448, -34556700599731531239458040845848517060204525003001702845810078816, 170302803543297916020434570160691120811801143249536500454551, 600056153521227668936949194014244956788744140197650617, -701405317338367838498524380360698609404593652197, -3695831548813845980832964372405281796189146, -887010380811631927367043719204337401, 6849379746072706627989957620767, 4194987325750316670843113, -4933084879786006586, -3740881796475, 1217849, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 47}
  • id: 457590
    {'charpoly_factorization': [[[922671886731967036928696557781532285845024171203637611142162898796613897595133463745212526257321984, 33607048688399507005515430033556233664669752434268977326331034790678561366093102452430792902016, 362870849958622438216942210870511262618341497483858010891884643803425222324798909458877408, 1154645561833942266730744341639593816162649422284327000739118120977710230187931635440, -1445006451792468651478484302862379453943782226997340157369074459565950767823876, -11635360512815751761880429273675297505795989644723599721468680898388716030, -4657585918025175935855947735542114898378837022182024330027081342928, 38291245418862430762939129644575652590874972957808919875033553, 32958433323438697562160191900628064401031125163767467844, -56110654655443826740427864057675542280712166445207, -65339934397836766175644827030707338477092800, 35456285819038098180167160446671040314, 58284401047550894304792755971364, -4400701367436990054461724, -23532998832058313232, -3673882215883, 3487068, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 53}
  • id: 457591
    {'charpoly_factorization': [[[205379, 1], 17]], 'hecke_orbit_code': 4503599761588401, 'p': 59}
  • id: 457592
    {'charpoly_factorization': [[[46488064179621757341775852631224725282973605873719226065887427440278305754947556936977882825516788096, 207247285411964628677035297188045112630644801730330210121229510315836028960343820733914393499136, -79335498910630298410434213490647300570075057071878599081609720168604939405201455954976915856, 1233688226974777875970742828187406698123142395618074952383482431902730260200456832081944, -3920973615952523644630970313253421832272389966126118372470527060573898936354490364, -3513518591844907733110142782862427614967609132025393709026123365857766503938, 18989136821166399824406404129016519851843383592312422773294247337151390, -9712295376112085482004061789693544819248006102648156051000451265, -12362597627714841977680130623288242464885320382290270232173, 8928264047486079936398876139528312401579452737847805, 3395219463325737303195816793754252969860784156, -2903049136395191529451542211935877042817, -474785038370351554759333642666227, 452047561221353155871323087, 33905578224492256776, -34115605213239, -998917, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 61}
  • id: 457593
    {'charpoly_factorization': [[[4131126617877582120477819781192622631589360665878610285590648365418092253818617109271815209460561805312, 216350002630544184287675856202134081953023922438415256936542940001734038957214770987071028716656640, 3708802541990807232346760443487925288960959540865278558875829470752546374391624467363534758912, 23865103454450126122114174999909809983431885263890663805602867206387597629133499202578688, 58243517061086179049438734133601278346180398927883175911402840741219909186514456448, 43169789724629233770317111188497054686398776966866939456871089873921443755912, -36308337434919636300974588672871611446567364561615939490266585505522156, -57897554262137125040374394687499801649999694841669199289440396543, 4328389817653391719479464356783753624123094971149885849898, 27281748177853620373546881548339212148978213392044765, 1000261466161777777058487928484462741621381168, -6553896648916629976306067055129547026190, -147576052773904574240458343188724, 792343463600090557292955866, -223013770731489972, -45615831238195, 356026, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 67}
  • id: 457594
    {'charpoly_factorization': [[[-88170572903678974308948836601939845603398736824541591994134673822238816197107276744109619713605854239616, 1484604903259368055036318952257396825113753022759851104445485389830275160944014468627234577640725592, 4591374933085860882315536079755994696883752468613115014160664405847873708930848256209140614840, -18102844738807299459863298823873932496349202965216275402929504225409551858078177416931558, -37392820195497800605600827073096754853714758033044026271590264008886226637387363478, 28053959196476056447963315499870536385772375117288894603905909412734035985399, 75008247801195632653344936395573686700162961138130290105374689357391650, -1407059867797059836279113872155598186885376992927154586749374690, -58417413639990597144597517829442117183402972704431419209032, -18991700516627243456696880534820366997613980058862253, 16680203264072711112730806427579452398261639772, 10252721613022858814210161964221016499694, -267378926219249879409463046860294, -1329007532449249499767841571, -242559819683737565974, 31346019006810, 12879428, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 71}
  • id: 457595
    {'charpoly_factorization': [[[-481261141217597245629607381540548265834569526439335200885589766427786809952307048505252559000439682560000, -86116382183397280215703356238622440834072243985872912484124111513193596779960795588132395367381872000, 3192947323901066078360090911483781462450121303827765709871296131890578608360969552014757732522400, -5429514494741999032939448580578262229946579177686959662736406162969451001272939122547272080, -10914559537787011292202781114084556846434924402863434273163571765826647008775824067680, 21817986597778374913695067815946839144106142604987609750755946684665614714150256, -4124827804702215052014824025417724283237134321743229430222888079379352550, -7399878754468263926860818871803341193516308319454440636104944045241, 2053089671584914634791943027594783072167079764349817878126209, 1062993737710299504757354716255131124468951704507130131, -286045233361507464513933006536870980140889847588, -83216194243986109837227013687357460907617, 18116460834776915519359583569469007, 3802122487408082802612341913, -542440998036246652888, -95507635887571, 6176157, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 73}
  • id: 457596
    {'charpoly_factorization': [[[-8097687550286330832574567916715038386344927720973524305532033795923054249987835107548408278051785643354390528, 26658500161516146137434419508153556594566534987030537164841329804787686650128954398845572170799766974464, 113426663919695926176606082994701110786665384832819418701367409771173478797106413921890317514353664, 53857491100680865608226605034541129989510619766791109694442689896705840414776209737370780032, -102557367253214325376155933079390299121400182239941188490097340778383517895725103793064, -88028181556620436224207416628191021595979785388528176435411457983595498103711357, 13024685566196270017066768109984368269870190270623617741621187114005811150, 26637224517971340968075420101043662317790463778861254303670173549456, 1548347825156540774969854932826673935736802056052717592900274, -3403728535323964724022418158414659812887717269399038429, -447665700511183631759828632430315101771650210996, 209216518752328713394049943016327036458136, 37151951557537497452023434946838972, -5648135400377240990777362535, -1362013424680517623610, 25214882606872, 18886490, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 79}
  • id: 457597
    {'charpoly_factorization': [[[56375285271074907456962300203144972049972985957734257780414405547903683871113180909305259165919766203983843703808, 110596676755735881541925277003706054736462681734753235789992069942515753357343829960188395198483648649828608, 18097689300197097364965750322168159470019469375384157982919373134187876723665771250384879241621024384, -46591089256051789233818914060961314502293170325722603608923769424425355838896295801073269741536, -19848278908079124683252327142044420228099615808101741687745082350973443695829882403506548, 4487389905385747090829681574214010888647977838047895679363750774610188172089363541, 3907044550244351914130513807861106962976186222845522879182346156740417593601, 294220081530216915723640437769637282380957068809790118511368513131606, -255037529677409400849395106635092327592970056549741460846597841, -56334933205628955109485781331152788023350289138696336908, 3544982492109367365297658967765023140462007817013, 2261936842105245146939298929031016038458972, 147801775359465380930659921414584573, -26754532643831295087937439908, -3843166345560893530417, -70629000162, 22824893, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 83}
  • id: 457598
    {'charpoly_factorization': [[[-36551535138919043112099782770542662026171927910470812623682876438843343849983260998442481713138892005436669196288, -83662390942277698274872243721212742223090645805088821436408335074034920045521706656272125631617240258623232, -9690024833089305615656037378614393000584097957919682214772970279965306929768188099909589200496069568, 129128687662271898752712972175489288146486162775051420548205701924663110193245514159885902024672, 148719070168570886744180685450446887102214036162190259768719269996016757741126516436208952, 68918830208450809742141941751057128931834732359972668030919766147462797112225228108, 10804423517018091947811676084721124959039081378239415576532372444949919633970, -2394782583323203858792942049865667373484032324925887489638289286806825, -1153707740346882383692055961539356068359162895067569268366759141, -97165582619885506987503819891618710132926151261818216625, 23369649237774944064123363408215319802342700637176, 5046301186950771860459190994896196725419199, 64838575113841585768510680696758637, -63078505562064208136562500635, -5101041080914731085900, 131680142526477, 30609647, 1], 1]], 'hecke_orbit_code': 4503599761588401, 'p': 89}
  • id: 457599
    {'charpoly_factorization': [[[80331981568826599647045205016956262711317906931225355312883676265485213340213595761019418052645148182345027566105088, 105643695941578685420913621749792044265258972222651961644095987087024584527296241771747043975253314050662078464, 35513208513913143492909183611495952254818859396115594253774744207072063505782305137099851075308306651296, -9554755624601244781979751374503938664379389268610383056485903506715958368685897290262418809771760, -8348282515836126184854085315684078180773175635172580794703302754842331563953969870081143424, -1171175602420217924369384299246273288194436615768447850733251521587855361464550522320, 311579295253221383841959604813329310116599653797590706849502044739086593328566, 99852882226473764660283222107166674262626551624553007067455403268401359, 1930379461206228024206514863540931592875207379144443424970189766, -2133631273097436878015677452094489001839835899852570241915, -189312086436679630219803170803487993070056616393220, 16309813940942313820359102231401049720004486, 2599031222631915524128442712454889068, -14060501354767652462198350758, -13955139539424246489682, -332004026069621, 26249806, 1], 1]], 'hecke_orbit_code': 4503599761588401, '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': 2, 'label': '177.8.a.b', 'level': 177, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 75839000
    {'hecke_orbit_code': 4503599761588401, 'n': 1, 'trace_an': 17}
  • id: 75839001
    {'hecke_orbit_code': 4503599761588401, 'n': 2, 'trace_an': -32}
  • id: 75839002
    {'hecke_orbit_code': 4503599761588401, 'n': 3, 'trace_an': 459}
  • id: 75839003
    {'hecke_orbit_code': 4503599761588401, 'n': 4, 'trace_an': 1166}
  • id: 75839004
    {'hecke_orbit_code': 4503599761588401, 'n': 5, 'trace_an': -1072}
  • id: 75839005
    {'hecke_orbit_code': 4503599761588401, 'n': 6, 'trace_an': -864}
  • id: 75839006
    {'hecke_orbit_code': 4503599761588401, 'n': 7, 'trace_an': -2407}
  • id: 75839007
    {'hecke_orbit_code': 4503599761588401, 'n': 8, 'trace_an': -6645}
  • id: 75839008
    {'hecke_orbit_code': 4503599761588401, 'n': 9, 'trace_an': 12393}
  • id: 75839009
    {'hecke_orbit_code': 4503599761588401, 'n': 10, 'trace_an': -6391}
  • id: 75839010
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  • id: 75839017
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  • id: 75839022
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  • id: 75839023
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  • id: 75839026
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  • id: 75839031
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