Embedded newform data - 50.12.d.b.11.1

Formats: - HTML - YAML - JSON - 2026-06-08T02:29:14.015467

• 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': 7200, 'analytic_conductor': 38.417159027979444, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 25, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 5, 'char_parity': 1, 'char_values': [50, 5, [27], [4]], 'cm_discs': [], 'conrey_index': 11, 'dim': 56, 'has_non_self_twist': 1, 'hecke_orbit': 2, 'hecke_orbit_code': 4503805987127346, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 25, 4, 1, 5, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '50.12.d.b', 'level': 50, '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': '50.12.d.b', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '11.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.12.d', 'trace_display': [-448, -263, 1770, -111844], 'traces': [56, -448, -263, -14336, 1770, -8416, -111844, -458752, -1174523, 304960, 207277, 1026048, 893677, -1270048, 4696640, -14680064, 564171, 117726784, -19766690, 1367040, 19672007, 16689184, -1154883, -48431104, -145436690, -159323456, 214094125, 97905664, -86449665, -381389440, -526416993, 1879048192, -232486451, -256536288, -1132837105, -1202711552, 499741056, 553748000, 748149784, -102400000, 1150358697, 629504224, -2628102048, 534053888, 2093336195, 650194784, 8361067551, 1050673152, 9479091028, 2895956000, -11687809358, 915125248, 4136591407, -2824657440, 12660170475, 3132981248, -21341693960, -2766389280, 17248917070, -6090854400, 32011542142, 15440133344, -17692835398, -15032385536, -34266285270, 764900288, 12599441891, 15262900224, 85565407349, -26092411040, -47954258903, 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7183806758912000, 164618831336437925, 5002416981690784, 131983634997331626, -53206250501660672, -125991027619522870, -8230490057473440, 118484600044349217, 5746824058634240, -63545330420787068, -2770123749002560, -67916966940755605, -106596241815322624, -53911099652015749, -34011080963629920, 80042696305913914, -4115900667002880, 22290230655832622, 50560305955616512, 36967854705956287, 29340783685516288, -89780039235088010, 51172862898636864, -66320657457430529, 17665906897616896, -52388485358763274, 75993627595320320, 84553504582915712, 21594189238402048, -120642605763049790, -111444584553924000, -71846683081039605, 3285168945102848, -17576639266627677, 53205657755031360, 112011075222766580, -64197534017786880, -249024725869880388, -41550605729073632, 10073936040486029, 32784885143535616, 88886801297036445, 12797328285397248, -59113598487522874, 12078952954635264, 5245853736008564, -5652724446146080, -30439252659918493, 14963752257454080, 244342322907230229, 30641072193541472, 222523092793618820, 30241686046074880, 72810000622393467, -132324638308640320, -276936923789429725, -33153601768816640, 274007607537292782, 47774943563303744, 121749534850918259, 140490718481135616, -225193562062284710, -216175973077114176, 7588626003612209, -2900769405665280, 205413763080534475, 84040405522214880, -71582268668767170, -14446474855974912, 39890298316770694, 8557142619472352, -81363036740486220, 38798624587907072, 55663412929038326, 68506064753292512, -123811745810883241, 21206715050695680, 116676108876795822, 142997900498717824, -200162983267231956, -13609687171727360, -355431948045503925, 109188945300266528, 119903848026651886, 30966768690206720, 206065148454898634, -27709640834251520, -390281886153207838, -45757422103560192, 7075915274414112, 134677343098444768, 134458959520590165, 14084179986165760, -229384930390256150, 9794152196405760, 17877860408258741, -12797306029998080, 32691001055870043, 16930442224526464, 231032328767635667, 30110920243954688, 367686323115221365, 143985887404308288, 139018160348260986, 31378177997799424, -489604873179509255, -88450603301862880, 166359631482956512, 302935963337728, 65853951614041370, 141368265213769472, -339059883570560860, -72945045275148288, -138670106148345039, -43184888853975072, 168782646159452990, 23322794486855680, 68483671659508950, -192477301232199936, -60297781758285343, -43696712070463488, 46114979768124890, -26219759638072000, -20633030706096078, -10249747735813120, -21372971659682471, 119997910347338400, 197217673871427097, -17663623195262976, -517437111874795956, -236569759203678176, -98482829754531815, 106442183628542976, 274750698873526491, 97094062839358560, 588391917262676690, -42113339022049280], 'weight': 12, '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], [-0.5720614028176843, 0.4156269377774534], [-0.584719382607746, 1.7995812177191381], [0.15450849718747373, -0.47552825814757677], [-0.8631793582752343, -0.5048974108148652], [-0.41345904053314864, -1.2724960823451474], [1.6632059950847065, 0.0], [0.10925400611220527, 0.3362492559819787], [-2.087578808395365, -1.5167147848619875], [0.7036405593269464, -0.0699282723228746], [0.14745131377343093, -0.1071296502666602], [0.7654076087739666, 0.556101179033176], [0.8339991406399331, 0.6059358439948355], [-0.9514559547229398, 0.6912732146301588], [1.4133215988279004, -1.258138058343053], [-0.20225424859373686, -0.14694631307311828], [0.48449971262210345, 1.491136789303189], [1.8246107831370995, 0.0], [0.18595804508692798, 0.5723200139693317], [-0.3734615317583687, 0.33245523653071396], [-0.9725087825954315, 2.993074269952307], [-0.03982523691903791, 0.12256947602982708], [0.48366788765447916, -0.35140528981149816], [-0.668990780538555, 0.0], [0.49015720910489063, 0.8716340461240052], [-0.7289419776723935, 0.0], [2.419284013916575, -1.7577127234339052], [0.2569794588137348, -0.7909014497832376], [0.5468600764296977, -1.6830622543660814], [-0.285590667967627, 1.3071467508096193], [0.18486555016743492, 0.5689576603411604], [0.1767766952966369, 0.0], [0.10657086532640019, 0.3279913977575829], [-0.8969202028127536, -0.651650671570659], [-1.4356450835167396, -0.8397484005700296], [-1.0437894041976825, 0.7583573924309938], [0.6215544331815632, 0.4515857291766721], [-0.34425103497248494, -0.2501130172173711], [-1.5780862266062723, 1.1465467564889618], [0.07546557584879396, -0.34540548180625325], [-0.44325023638934513, -0.3220401472852886], [-0.6876675549367035, -2.1164231128782514], [-0.08149172433057211, 0.0], [-0.028160695087812552, -0.08666970766717272], [1.036169568358247, 2.3632100299145318], [-0.13063422578633593, 0.4020508060942411], [0.07558367016209243, -0.23262261733715628], [0.3827038043869833, -0.278050589516588], [1.7662541820857087, 0.0], [-0.6426746100948366, -0.294905655319544], [-2.966718131918066, 0.0], [0.41699957031996654, -0.30296792199741773], [-0.44721399798342665, 1.3763831591879192], [-0.6534262500822121, 2.0110392126361845], [-0.1813664134409291, 0.0180243162239705], [0.18171191795284097, 0.559251778391999], [-1.1386696209781362, 0.0], [0.3866884684036329, 1.1901047332213741], [0.13084535449011833, 0.09506471462900817], [-0.37991000311554984, -0.866467378741931], [0.9700899368055482, -0.7048115950792638], [-0.34222857605406676, -0.24864361480199657], [-3.4720735893349595, -2.5226091230160685], [-0.10112712429686843, 0.07347315653655914], [-0.41395540426676186, -0.9441153197063493], [-0.1972871389854459, -0.14333749670143084], [0.173326184728229, 0.5334431452994672], [0.7839370025621198, 0.0], [0.3495723706954028, 1.0758731303405662], [1.1702991966573333, -0.116305121753321], [-0.11625372017809615, 0.35779216072750514], [0.28191787005457275, -0.8676539875024708], [-0.9685565646943197, 0.7036975350291989], [-0.5432584947350942, 0.0], [-1.8551806788178444, 0.3724163859252734], [0.3008864374321349, 0.0], [0.2452419090510865, -0.17817867657483719], [0.4262265031414713, -1.3117902918262827], [-0.0718951652238278, 0.2212705664118696], [0.1003888795101735, 0.22895867066064973], [0.9511603976544952, 2.9273706970743074], [0.38741491228574354, 0.0], [-0.48686135040767575, -1.498405163036616], [1.2730305235963109, 0.9249108148416519], [0.33466095306428856, -1.5317411473347662], [0.046618270138579096, -0.03387015583772008], [2.709047534946433, 1.9682382445266726], [0.05213191193202919, 0.03787605108484933], [0.5628430622322199, -0.40892942130447574], [-1.5749663648903542, -0.9212412601508049], [1.3871123706078299, 1.0077961283689219], [-0.0923723469085727, -0.2842928513707556], [-1.131979989586721, 0.0], [0.053445725718582866, 0.16448903017646654], [0.12844774718639146, -0.5879045578707048], [-0.10336476013328716, 0.31812402058628686], [0.030149210512766943, -0.09278972885397391], [-1.010405845136552, 0.7341028170369038], [-0.4703013623600076, 0.0], [0.4902200734598758, -0.09840873730006902]], 'angles': [None, 0.2475051476202751, None, -0.09371178208531249, -0.33547607197015705, -0.0638142850056167, 0.09339575168642093, -0.0013587433852659972, -0.3016862801830208, -0.2771344011827367, -0.001653665237784469, -0.08724869346837597, -0.19416410046396398, -0.2564867011167158, -0.43048698738038643, 0.1787586859754674, -0.13711556793675178, -0.2476734111665689, -0.004758544035923368, -0.4801168533822981, -0.45213821784438407, -0.4685563203814127, -0.40562082288159135, -0.29345488008122844, -0.44223294971273375, -0.38472895662780743, -0.48856252690028834, -0.313105859253137, -0.05926199652007262, -0.049137459007891626, -0.45332220906295767, -0.05655949172355609, -0.04133113955934236, -0.2604074996691385, -0.2744561776544157, -0.3436700966915804, -0.42633237987293987, -0.04672811661820957, -0.0022152970564581426, 0.3168464692799701, -0.4569594447493944, -0.014886479550278874, -0.027265669336771436, -0.1907670570966205, -0.48006678672392256, -0.31587514812798917, -0.4567966780654768, -0.22250000910406342, -0.2468890879341997, -0.4378735102516433, -0.04123434084311136, -0.4639171668489768, -0.08601459340776307, -0.2410312370546203, -0.2546122194096458, -0.20298787324960804, -0.4654439474227374, -0.30242262617095134, -0.3387673256702678, 0.05379749631959511, -0.0853938331643267, -0.30572340774986617, -0.2593282362222827, -0.32748849928339996, -0.04366892910988973, -0.062448068815001735, -0.014710588411770996, -0.09346675384739075, -0.333040367562404, -0.1221257694239605, -0.44118336909382616, -0.19988111450888446, 0.039381354439054585, -0.29201575729639373, -0.47714938596658785, -0.05761601008504268, -0.29470778099366457, -0.47821075586204187, -0.17340358502076783, -0.46360191527562733, 0.027182512660724422, -0.41881469259982945, 0.11196291803435111, -0.48184769002768646, -0.25136203573735433, -0.4254753002126871, -0.20318104440288473, -0.25960594390161956, -0.39682836537141375, -0.12824866536958912, 0.058731559660073734, 0.14245835554887304, 0.00822772830559569, -0.18362009145318314, -0.2730442385632574, 0.12632390447204198, -0.4341066622915393, -0.43489400147327095, -0.19376274881988934, -0.21009510176408086], 'char_orbit_index': 4, 'conrey_index': 11, 'dual_conrey_index': 41, 'dual_embedding_index': 1, 'dual_embedding_m': 43, 'embedding_index': 1, 'embedding_m': 1, 'hecke_orbit': 2, 'hecke_orbit_code': 4503805987127346, 'label': '50.12.d.b.11.1', 'level': 50, 'weight': 12}
• 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': 7200, 'analytic_conductor': 38.417159027979444, 'char_conductor': 25, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 5, 'char_parity': 1, 'char_values': [50, 5, [27], [4]], 'conrey_index': 11, 'cusp_dim': 324, 'dim': 108, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_orbit_code': 206359756850, 'hecke_orbit_dims': [52, 56], 'label': '50.12.d', 'level': 50, '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': 340, 'mf_new_dim': 108, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 27, 'sturm_bound': 90, 'trace_bound': 1, 'trace_display': [-32, -1012, 6665, 45224], 'traces': [108, -32, -1012, -27648, 6665, 15552, 45224, -32768, -1544029, -100000, 1791796, 1554432, 2191418, 2151296, 14618280, -28311552, -16943236, 48666496, -27928990, -23142400, 74693616, 54424576, 44600118, -63700992, -10915615, -369371328, 183448820, 126969856, -41210940, -745578880, -219968094, 134217728, -143684614, -413081504, -1346987390, -1581085696, 833337509, 247560320, 919311592, -102400000, 1738857136, -1131187264, -1470108692, -673478656, 3293952785, 4311304192, 10825826934, 1591738368, 20851602884, -312500000, -14327333984, 2244012032, 22605765783, 901092480, 15204424990, 2202927104, -43124245920, -4214028480, 9219690000, -6831308800, 18737584736, 30273422336, -28958480512, -28991029248, -57755551375, 23551917824, 30981614554, 41099175936, 76651064492, -4582614400, -127232954134, 1461551104, 55108572078, -77511305664, -138321589990, 2162688000, -11646859112, 156013869952, 136435848000, -3276800000, -237335655037, -97286306624, -330681697182, -72908199936, 190984182355, 114058455872, 76515405160, -45129465856, 279358368895, -239562563680, 261678778196, -96349267968, 1130106566436, 188681861376, 30629596300, 16307453952, 8257169494, -238983547936, 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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: 34983758
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 56, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503805987127346, 'source_is_minimal': True, 'source_label': '50.12.d.b.11.1', 'source_level': 50, 'target_conrey_index': 11, 'target_dim': 56, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805987127346, 'target_is_minimal': True, 'target_label': '50.12.d.b.11.1', 'target_level': 50, 'twist_class_label': '50.12.d.b.11.1', 'twist_class_level': 50, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 34983759
    {'conductor': 25, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 56, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503805987127346, 'source_is_minimal': True, 'source_label': '50.12.d.b.11.1', 'source_level': 50, 'target_conrey_index': 41, 'target_dim': 56, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805987127346, 'target_is_minimal': True, 'target_label': '50.12.d.b.41.1', 'target_level': 50, 'twist_class_label': '50.12.d.b.11.1', 'twist_class_level': 50, 'twisting_char_label': '25.16', 'twisting_conrey_index': 16, 'weight': 12}
• hecke_orbit_code 4503805987127346 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': 2, 'label': '50.12.d.b', 'level': 50, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21860059
    {'hecke_orbit_code': 4503805987127346, 'n': 1, 'trace_an': 56}
  • id: 21860060
    {'hecke_orbit_code': 4503805987127346, 'n': 2, 'trace_an': -448}
  • id: 21860061
    {'hecke_orbit_code': 4503805987127346, 'n': 3, 'trace_an': -263}
  • id: 21860062
    {'hecke_orbit_code': 4503805987127346, 'n': 4, 'trace_an': -14336}
  • id: 21860063
    {'hecke_orbit_code': 4503805987127346, 'n': 5, 'trace_an': 1770}
  • id: 21860064
    {'hecke_orbit_code': 4503805987127346, 'n': 6, 'trace_an': -8416}
  • id: 21860065
    {'hecke_orbit_code': 4503805987127346, 'n': 7, 'trace_an': -111844}
  • id: 21860066
    {'hecke_orbit_code': 4503805987127346, 'n': 8, 'trace_an': -458752}
  • id: 21860067
    {'hecke_orbit_code': 4503805987127346, 'n': 9, 'trace_an': -1174523}
  • id: 21860068
    {'hecke_orbit_code': 4503805987127346, 'n': 10, 'trace_an': 304960}
  • id: 21860069
    {'hecke_orbit_code': 4503805987127346, 'n': 11, 'trace_an': 207277}
  • id: 21860070
    {'hecke_orbit_code': 4503805987127346, 'n': 12, 'trace_an': 1026048}
  • id: 21860071
    {'hecke_orbit_code': 4503805987127346, 'n': 13, 'trace_an': 893677}
  • id: 21860072
    {'hecke_orbit_code': 4503805987127346, 'n': 14, 'trace_an': -1270048}
  • id: 21860073
    {'hecke_orbit_code': 4503805987127346, 'n': 15, 'trace_an': 4696640}
  • id: 21860074
    {'hecke_orbit_code': 4503805987127346, 'n': 16, 'trace_an': -14680064}
  • id: 21860075
    {'hecke_orbit_code': 4503805987127346, 'n': 17, 'trace_an': 564171}
  • id: 21860076
    {'hecke_orbit_code': 4503805987127346, 'n': 18, 'trace_an': 117726784}
  • id: 21860077
    {'hecke_orbit_code': 4503805987127346, 'n': 19, 'trace_an': -19766690}
  • id: 21860078
    {'hecke_orbit_code': 4503805987127346, 'n': 20, 'trace_an': 1367040}
  • id: 21860079
    {'hecke_orbit_code': 4503805987127346, 'n': 21, 'trace_an': 19672007}
  • id: 21860080
    {'hecke_orbit_code': 4503805987127346, 'n': 22, 'trace_an': 16689184}
  • id: 21860081
    {'hecke_orbit_code': 4503805987127346, 'n': 23, 'trace_an': -1154883}
  • id: 21860082
    {'hecke_orbit_code': 4503805987127346, 'n': 24, 'trace_an': -48431104}
  • id: 21860083
    {'hecke_orbit_code': 4503805987127346, 'n': 25, 'trace_an': -145436690}
  • id: 21860084
    {'hecke_orbit_code': 4503805987127346, 'n': 26, 'trace_an': -159323456}
  • id: 21860085
    {'hecke_orbit_code': 4503805987127346, 'n': 27, 'trace_an': 214094125}
  • id: 21860086
    {'hecke_orbit_code': 4503805987127346, 'n': 28, 'trace_an': 97905664}
  • id: 21860087
    {'hecke_orbit_code': 4503805987127346, 'n': 29, 'trace_an': -86449665}
  • id: 21860088
    {'hecke_orbit_code': 4503805987127346, 'n': 30, 'trace_an': -381389440}
  • id: 21860089
    {'hecke_orbit_code': 4503805987127346, 'n': 31, 'trace_an': -526416993}
  • id: 21860090
    {'hecke_orbit_code': 4503805987127346, 'n': 32, 'trace_an': 1879048192}
  • id: 21860091
    {'hecke_orbit_code': 4503805987127346, 'n': 33, 'trace_an': -232486451}
  • id: 21860092
    {'hecke_orbit_code': 4503805987127346, 'n': 34, 'trace_an': -256536288}
  • id: 21860093
    {'hecke_orbit_code': 4503805987127346, 'n': 35, 'trace_an': -1132837105}
  • id: 21860094
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