Embedded newform data - 75.14.b.e.49.4

Formats: - HTML - YAML - JSON - 2025-11-09T00:44:41.701587

• 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': 14700, 'analytic_conductor': 80.42319671393453, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, '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': [75, 2, [26, 52], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 4, 'field_disc': 155850256, 'field_disc_factorization': [[2, 4], [3121, 2]], 'field_poly': [608400, 0, 1561, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [7463824, 0, 22625, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014467463839819, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 9, 'hecke_ring_index_factorization': [[3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.14.b.e', 'level': 75, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.14.a.c', 'nf_label': '4.0.155850256.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(66\\beta _{1}+\\beta _{2})q^{2}-3^{6}\\beta _{1}q^{3}+(-3055+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '13.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.14.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 2083811002536551156, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.986', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '78.164', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2090.996', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -12482, 0, 190998, 0, 0, -2125764, 0, 12491776, 0, 0, -110628168, 0, 150297410, 0, 0, -76950688, 0, 723564576, 0, 0, -1713825054, 0, 315428908, 0, 0, -2252949416, 0, 12200208624, 0, 0, 10809576476, 0, 6633446562, 0, 0, -2567777112, 0, -59215819576, 0, 0, -169799823776, 0, 130737909984, 0, 0, 67188889180, 0, 70205038632, 0, 0, -101504168118, 0, 743417798760, 0, 0, -1445536360192, 0, -459968804360, 0, 0, 2540337082142, 0, 1324470131424, 0, 0, -1070557810128, 0, 1473091336448, 0, 0, 7778702225812, 0, -15092602309288, 0, 0, -7052697180240, 0, 1129718145924, 0, 0, -6614216830872, 0, -20947533908504, 0, 0, -11826242919528, 0, 1011595853184, 0, 0, -30089779392352, 0, -12096530386434, 0, 0, -6638641929216, 0, -27570625554744, 0, 0, -2367453050748, 0, -62726353536836, 0, 0, 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'weight': 14, '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

  
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-0.28248195052466635, -0.2613164791788924, -0.4957294926014826, -0.3368084176579188, 0.03479595083397962, -0.4817814431286762, 0.016970132455038756, -0.2059575412333014, -0.40074076846037954, 0.13679892381416575, -0.19967451606989195, -0.4717041306419982, 0.05033831036881081, -0.2708091832607429, -0.46305160171186, -0.03206640140745363, -0.3663395914506425, -0.4679773999971229, -0.3676213060621777, -0.4098843527684468, -0.24646877426556893, 0.03576901375751171, -0.20671786607437784, -0.28894919786722656, -0.3015163136760212, -0.264762025768975, -0.22543065505224769, -0.44941232693441757, -0.2697164465569881, 0.00775734302015279, -0.1037984879036466, 0.08828608422731006, -0.1560045686892963, -0.42584168574261794, -0.4389675481887701, -0.125900494480254, 0.013199466428026637, -0.26590322486576073, -0.18353933555015448, -0.42279258926381624, -0.16919547495048623, -0.3217119825658962, -0.4884587517368875, -0.40242270261875746, 0.07300748993299198, 0.10785038643327007, -0.3264227559696154, -0.24742037597467165, -0.18402573032063893, -0.4876857566096888, 0.009599761742382359, 0.17308344828643804, -0.2130919806790325, -0.21339777758950376, 0.13765620522870017, 0.02722394874515669, -0.4501554080001774, -0.410626324295073, -0.4351975362834904, -0.26586330808476105, 0.16780940199570513, 0.08990463980500304, 0.04419625134212493, -0.24376209377397492, -0.46942282982128997, 0.07950551642297152, -0.3439600935378419, 0.017060595746032033, -0.20473938806620975, -0.3259571440873969, -0.33428133563912144, -0.15895336410387212, -0.4528494999274631, 0.005622197041364548, -0.44792165484489976, -0.4814695225502366, -0.4634246785191553, 0.07319337215325565, -0.2030160600975731, -0.3112256179670223, 0.09253371485299626, -0.4049881072960806, -0.4009514668628413, -0.21998609603496877, -0.3698962223292155, -0.232028574808485, 0.10881406414231688, -0.39140974686499164, -0.20980567538964429, -0.24312147765603395, -0.40703883921716666, 0.04914588383792295, -0.24839248588601662, -0.4167792626250227, -0.4778340880830756, -0.33155123987430185, -0.44302549708388583, 0.07710161795387854, -0.4626956623535319, -0.24712089448394967, -0.08994044680719876, -0.1340228663971126, -0.44382579592075583, -0.27529137069772264, -0.484686349152434, -0.49917546760306236, 0.047848759550926614, -0.20311177328861205, 0.015923553745642628, 0.14436458189830312, -0.22828781036598553, 0.10352086471338169], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 27.432955446926844, 'embedding_root_real': 0.0, 'hecke_orbit': 5, 'hecke_orbit_code': 18014467463839819, 'label': '75.14.b.e.49.4', 'level': 75, 'weight': 14}
• 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': 14700, 'analytic_conductor': 80.42319671393453, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'conrey_index': 49, 'cusp_dim': 124, 'dim': 40, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68954357835, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 6, 8, 10], 'label': '75.14.b', 'level': 75, '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': [3, 5], 'level_radical': 15, 'mf_dim': 136, 'mf_new_dim': 40, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 40, 'sturm_bound': 140, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [40, 0, 0, -188780, 0, 247860, 0, 0, -21257640, 0, 11037820, 0, 0, 135797100, 0, 651351860, 0, 0, -410369230, 0, 276196230, 0, 0, -4040220060, 0, 9239694940, 0, 0, 4180880680, 0, 23292362490, 0, 0, -53067694600, 0, 100325431980, 0, 0, 8270847630, 0, 83254973900, 0, 0, -50381930360, 0, 51430903560, 0, 0, -304365919850, 0, 35069536440, 0, 0, -131722966260, 0, -1609112777760, 0, 0, -888996320740, 0, 133971461650, 0, 0, 1291982125100, 0, 783960126480, 0, 0, 203517189900, 0, -8756835429280, 0, 0, 3783985093720, 0, 8820373182560, 0, 0, -5008981490160, 0, 11297181459240, 0, 0, -3888286983000, 0, -14504481982580, 0, 0, -16634884424700, 0, 62036456467530, 0, 0, -8155862883880, 0, 37464156296100, 0, 0, -5865950098620, 0, 47482131157740, 0, 0, 18178567493280, 0, -10151729117840, 0, 0, 5099367079570, 0, -1022419409040, 0, 0, 10441265868900, 0, -31599258741440, 0, 0, -87911048825940, 0, -60679749280720, 0, 0, 33849777579120, 0, -72168146621100, 0, 0, -69982176384630, 0, 131398102094400, 0, 0, 254831100294420, 0, 119960202249720, 0, 0, -335124652292480, 0, -192499505918100, 0, 0, -346155083830260, 0, 612850620715600, 0, 0, -941427904164200, 0, 210697274646430, 0, 0, 705609323118120, 0, -527749789593960, 0, 0, 7263581987700, 0, 1503465201403740, 0, 0, 1581792205690280, 0, 67336911533880, 0, 0, -1621409451418530, 0, 218087033960430, 0, 0, -435381625164960, 0, -1389340153357480, 0, 0, 1504088244175340, 0, -3180644048144170, 0, 0, 4036773427576560, 0, 1413653694038820, 0, 0, -146782000667430, 0, -6339894562840180, 0, 0, 3346768809379900, 0, 199604527173100, 0, 0, -4314502957021510, 0, 1916414348810670, 0, 0, -4954617979598520, 0, -15625324332221560, 0, 0, 11357518849673780, 0, 8230010948100830, 0, 0, -217928009456160, 0, 2147138588906460, 0, 0, -7908406064405640, 0, -10261132760426900, 0, 0, 7406467019197320, 0, 13751192349168880, 0, 0, -5635758193445910, 0, 5353473673537740, 0, 0, -4910352718608540, 0, 27759708460280120, 0, 0, 12263165620484120, 0, 1474472012467630, 0, 0, -47726433370352600, 0, 5939674296338880, 0, 0, -9091466341327980, 0, -8475909411887760, 0, 0, 41724738033478760, 0, -29246482774043900, 0, 0, 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4711229034554120030, 0, -4438311305502026520, 0, 0, 10809824363986021200, 0, -2633548337015129340, 0, 0, -9364467965477631000, 0, 3513850672284117710, 0, 0, 2552515025872320240, 0, -686612272545269100, 0, 0, 1450710079633926090, 0, -8788830037125984900, 0, 0, -7877014093234762320, 0, -14800587314902725720, 0, 0, 7783362495228685650, 0, -2598258975554336760, 0, 0, -416628553576657680, 0, 9233562680556211120, 0, 0, -4788445073309454440, 0, 1667290120867117010, 0, 0, 12683787700328592640, 0, -5644080861094200600, 0, 0, 5443447057523210340, 0, 5304394577297150020, 0, 0, -3024528103239048820, 0, -17766754649103911760, 0, 0, -14698184867816408630, 0, -108157378917645900, 0, 0, 7827649260367064040, 0, 24202544848023363020, 0, 0, -4533594133475155280, 0, 8247881774613355810, 0, 0, 5484863983629580480, 0, -8079600734626406760, 0, 0, 4653741377371992480, 0, -3114615244462649820, 0, 0, -37387947545155068480, 0, 13872882961082418280, 0, 0, 15643080727995715400, 0, 3931439460471212670, 0, 0, 3290681395808153100, 0, 9602624792547039880, 0, 0, -13539928622996726680, 0, -21464376210839529800, 0, 0, 932014185746383440, 0, -2010964822191650520, 0, 0, -5743067521170080790, 0, 10454924733571799020, 0, 0, 16307243205033337100, 0, 32432984164793739060, 0, 0, -5239576837084011690, 0, 930382973797629960, 0, 0, -4687507944512868960, 0, -34703627259095046780, 0, 0, 22792513539308113040, 0, 9260288350714155160, 0, 0, -3809831778593509240, 0, 14059219738836639600, 0, 0, 5466613620667415940, 0, 1510191721791878000, 0, 0, -14044127271125592760, 0, 6539094122614784280, 0, 0, -17266734782853291910, 0, 2661978132112120560, 0, 0, -4604258376533547000, 0, -26440374571085483560, 0, 0, 2089043221312377540, 0, 19381022338229835960, 0, 0, 39254875557666005960, 0, 6152965459290587700, 0, 0, -6003785411879964840, 0, -24952760486591402540, 0, 0, -894971736126119580, 0, -71206630288738630560, 0, 0, 30395418314264149280, 0, 10185646079050985610, 0, 0, -26584746782045333400, 0, 41832827497849555540, 0, 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-62572837787506973260, 0, 0, 3315132975386500120, 0, -9660836087196216480, 0, 0, -49477803641734221990, 0, -151643170304136741040, 0, 0, -432918148000924714520, 0, 212445433439334872920, 0, 0, 159595162421269739060, 0, 158284807451436127140, 0, 0, 5395045074114007440, 0, -1895854453380131440, 0, 0, 117069083393964340500, 0, 43156665345748077290, 0, 0, 320556666877016158600, 0, -107908084924197146280, 0, 0, -58315746503064734820, 0, -23375666643186815700, 0, 0, 70143570458820416980, 0, 379007734590282789560, 0, 0, -128635666787853009840, 0, -2710012740133760370, 0, 0, 52741103861390753880, 0, -135831214768699641760, 0, 0, 155217163367675815860, 0, -175655044051545760030, 0, 0, -426456419334595716000, 0, -87153162857860016160, 0, 0, 543355593159626640, 0], 'weight': 14, '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: 44190230
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014467463839819, 'source_is_minimal': False, 'source_label': '75.14.b.e.49.4', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014467463839819, 'target_is_minimal': False, 'target_label': '75.14.b.e.49.4', 'target_level': 75, 'twist_class_label': '15.14.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
  • id: 44190231
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014467463839819, 'source_is_minimal': False, 'source_label': '75.14.b.e.49.4', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199489622091, 'target_is_minimal': False, 'target_label': '75.14.a.c.1.1', 'target_level': 75, 'twist_class_label': '15.14.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 44190232
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014467463839819, 'source_is_minimal': False, 'source_label': '75.14.b.e.49.4', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199489622031, 'target_is_minimal': True, 'target_label': '15.14.a.c.1.2', 'target_level': 15, 'twist_class_label': '15.14.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 14}
  • id: 44190233
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014467463839819, 'source_is_minimal': False, 'source_label': '75.14.b.e.49.4', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014467463839819, 'target_is_minimal': False, 'target_label': '75.14.b.e.49.1', 'target_level': 75, 'twist_class_label': '15.14.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 14}
  • id: 44190234
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014467463839819, 'source_is_minimal': False, 'source_label': '75.14.b.e.49.4', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599862251565, 'target_is_minimal': False, 'target_label': '45.14.a.b.1.1', 'target_level': 45, 'twist_class_label': '15.14.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 236500
    {'charpoly_factorization': [[[7463824, 0, 22625, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 2}
  • id: 236501
    {'charpoly_factorization': [[[531441, 0, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 3}
  • id: 236502
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 18014467463839819, 'p': 5}
  • id: 236503
    {'charpoly_factorization': [[[1853402453115642374400, 0, 160183576224, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 7}
  • id: 236504
    {'charpoly_factorization': [[[877043529472, -6245888, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 11}
  • id: 236505
    {'charpoly_factorization': [[[506301232314672339600784, 0, 1678601684840, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 13}
  • id: 236506
    {'charpoly_factorization': [[[4113583979712257099553069705616, 0, 6374971415906408, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 17}
  • id: 236507
    {'charpoly_factorization': [[[-121556926970029520, 38475344, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 19}
  • id: 236508
    {'charpoly_factorization': [[[15416278665765342413004346425753600, 0, 290819910809952576, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 23}
  • id: 236509
    {'charpoly_factorization': [[[-22839466462978381340, 1126474708, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 29}
  • id: 236510
    {'charpoly_factorization': [[[-12046114266091459200, -6100104312, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 31}
  • id: 236511
    {'charpoly_factorization': [[[274499065592078166615842045911369679616400, 0, 1144228756455843287144, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 37}
  • id: 236512
    {'charpoly_factorization': [[[179092337751423586180, 29607909788, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 41}
  • id: 236513
    {'charpoly_factorization': [[[185280467505660018258541694988996292485376, 0, 4853831199065606085152, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 43}
  • id: 236514
    {'charpoly_factorization': [[[145795938862103633618668731567472517595136, 0, 10262262683264205639488, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 47}
  • id: 236515
    {'charpoly_factorization': [[[1753445559490467964524916546606025333304144400, 0, 86093388155925558718856, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 53}
  • id: 236516
    {'charpoly_factorization': [[[128053652651088021395200, 722768180096, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 59}
  • id: 236517
    {'charpoly_factorization': [[[-71800332438139681163324, 229984402180, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 61}
  • id: 236518
    {'charpoly_factorization': [[[344208562256742704606616059078236887019888896, 0, 91819938356626212368928, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 67}
  • id: 236519
    {'charpoly_factorization': [[[-450998013229386613293056, -736545668224, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 71}
  • id: 236520
    {'charpoly_factorization': [[[26051532060958320153196976420964410816872752400, 0, 1910633053318200319357256, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 73}
  • id: 236521
    {'charpoly_factorization': [[[-1862513624716893392140800, 3526348590120, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 79}
  • id: 236522
    {'charpoly_factorization': [[[16780120027187099070169070601014683993825988538624, 0, 23516026257498592074896160, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, 'p': 83}
  • id: 236523
    {'charpoly_factorization': [[[-6660858232249249808926620, 5913121459764, 1], 2]], 'hecke_orbit_code': 18014467463839819, 'p': 89}
  • id: 236524
    {'charpoly_factorization': [[[1205059817388000089634498358024580517224035585904656, 0, 198982391088632180644008968, 0, 1], 1]], 'hecke_orbit_code': 18014467463839819, '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': 2, 'hecke_orbit': 5, 'label': '75.14.b.e', 'level': 75, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40536937
    {'hecke_orbit_code': 18014467463839819, 'n': 1, 'trace_an': 4}
  • id: 40536938
    {'hecke_orbit_code': 18014467463839819, 'n': 2, 'trace_an': 0}
  • id: 40536939
    {'hecke_orbit_code': 18014467463839819, 'n': 3, 'trace_an': 0}
  • id: 40536940
    {'hecke_orbit_code': 18014467463839819, 'n': 4, 'trace_an': -12482}
  • id: 40536941
    {'hecke_orbit_code': 18014467463839819, 'n': 5, 'trace_an': 0}
  • id: 40536942
    {'hecke_orbit_code': 18014467463839819, 'n': 6, 'trace_an': 190998}
  • id: 40536943
    {'hecke_orbit_code': 18014467463839819, 'n': 7, 'trace_an': 0}
  • id: 40536944
    {'hecke_orbit_code': 18014467463839819, 'n': 8, 'trace_an': 0}
  • id: 40536945
    {'hecke_orbit_code': 18014467463839819, 'n': 9, 'trace_an': -2125764}
  • id: 40536946
    {'hecke_orbit_code': 18014467463839819, 'n': 10, 'trace_an': 0}
  • id: 40536947
    {'hecke_orbit_code': 18014467463839819, 'n': 11, 'trace_an': 12491776}
  • id: 40536948
    {'hecke_orbit_code': 18014467463839819, 'n': 12, 'trace_an': 0}
  • id: 40536949
    {'hecke_orbit_code': 18014467463839819, 'n': 13, 'trace_an': 0}
  • id: 40536950
    {'hecke_orbit_code': 18014467463839819, 'n': 14, 'trace_an': -110628168}
  • id: 40536951
    {'hecke_orbit_code': 18014467463839819, 'n': 15, 'trace_an': 0}
  • id: 40536952
    {'hecke_orbit_code': 18014467463839819, 'n': 16, 'trace_an': 150297410}
  • id: 40536953
    {'hecke_orbit_code': 18014467463839819, 'n': 17, 'trace_an': 0}
  • id: 40536954
    {'hecke_orbit_code': 18014467463839819, 'n': 18, 'trace_an': 0}
  • id: 40536955
    {'hecke_orbit_code': 18014467463839819, 'n': 19, 'trace_an': -76950688}
  • id: 40536956
    {'hecke_orbit_code': 18014467463839819, 'n': 20, 'trace_an': 0}
  • id: 40536957
    {'hecke_orbit_code': 18014467463839819, 'n': 21, 'trace_an': 723564576}
  • id: 40536958
    {'hecke_orbit_code': 18014467463839819, 'n': 22, 'trace_an': 0}
  • id: 40536959
    {'hecke_orbit_code': 18014467463839819, 'n': 23, 'trace_an': 0}
  • id: 40536960
    {'hecke_orbit_code': 18014467463839819, 'n': 24, 'trace_an': -1713825054}
  • id: 40536961
    {'hecke_orbit_code': 18014467463839819, 'n': 25, 'trace_an': 0}
  • id: 40536962
    {'hecke_orbit_code': 18014467463839819, 'n': 26, 'trace_an': 315428908}
  • id: 40536963
    {'hecke_orbit_code': 18014467463839819, 'n': 27, 'trace_an': 0}
  • id: 40536964
    {'hecke_orbit_code': 18014467463839819, 'n': 28, 'trace_an': 0}
  • id: 40536965
    {'hecke_orbit_code': 18014467463839819, 'n': 29, 'trace_an': -2252949416}
  • id: 40536966
    {'hecke_orbit_code': 18014467463839819, 'n': 30, 'trace_an': 0}
  • id: 40536967
    {'hecke_orbit_code': 18014467463839819, 'n': 31, 'trace_an': 12200208624}
  • id: 40536968
    {'hecke_orbit_code': 18014467463839819, 'n': 32, 'trace_an': 0}
  • id: 40536969
    {'hecke_orbit_code': 18014467463839819, 'n': 33, 'trace_an': 0}
  • id: 40536970
    {'hecke_orbit_code': 18014467463839819, 'n': 34, 'trace_an': 10809576476}
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  • id: 40537156
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  • id: 40537157
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  • id: 40537158
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  • id: 40537159
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  • id: 40537160
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  • id: 40537161
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  • id: 40537162
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  • id: 40537163
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  • id: 40537164
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  • id: 40537165
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  • id: 40537166
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  • id: 40537167
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  • id: 40537168
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  • id: 40537169
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  • id: 40537170
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  • id: 40537171
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  • id: 40537172
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  • id: 40537173
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  • id: 40537174
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  • id: 40537175
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  • id: 40537176
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  • id: 40537177
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  • id: 40537178
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  • id: 40537179
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  • id: 40537180
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  • id: 40537181
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  • id: 40537182
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  • id: 40537183
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  • id: 40537184
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  • id: 40537185
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  • id: 40537186
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  • id: 40537187
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  • id: 40537188
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  • id: 40537189
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  • id: 40537190
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  • id: 40537191
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  • id: 40537192
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  • id: 40537193
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  • id: 40537194
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