Newform data - 16.22.a.f

Formats: - HTML - YAML - JSON - 2023-10-04T13:23:05.574580

• 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': 7744, 'analytic_conductor': 44.71637508592993, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [16, 1, [15, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 6878154568, 'field_disc_factorization': [[2, 3], [859769321, 1]], 'field_poly': [96223, -4963, -1, 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': [[3, [156439878638400, -20431242576, 96764, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998505951248, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 220200960, 'hecke_ring_index_factorization': [[2, 21], [3, 1], [5, 1], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '16.22.a.f', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.22.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-32255+\\beta _{1})q^{3}+(-8037261+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.22.a', 'trace_display': [0, -96764, -24111774, -295988280], 'trace_hash': 860021369395595073, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.869', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.256', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '227.408', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, -96764, 0, -24111774, 0, -295988280, 0, 18844697239, 0, 40335108684, 0, 133734425946, 0, 1223136458200, 0, 7797732274422, 0, -35788199781996, 0, 198539224853088, 0, -193770761479080, 0, 1127564438439501, 0, -5282002293508952, 0, 5607343422466122, 0, -11246757871503072, 0, 10014149026970384, 0, -5274251425350096, 0, -24272499791100606, 0, 52925308377862264, 0, -298159108991869602, 0, 33333932139754860, 0, -927411477977893478, 0, 120874283547603888, 0, -850403331975639477, 0, -3954388789815661240, 0, -1138443393004854222, 0, -6957552484263571704, 0, 681697547133656944, 0, -9225624498709937412, 0, -6554902294063924182, 0, -21785214559631141976, 0, -20714581819561144452, 0, 15793054074531629124, 0, -72988310309689939168, 0, 41139582493467997704, 0, -19422167949903851970, 0, 75231657393126995900, 0, 68380237365358617888, 0, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0], [0, 0, 0], [-32255, 1, 0], [0, 0, 0], [-8037261, 9, 1], [0, 0, 0], [-98664098, 4014, -4], [0, 0, 0], [6281605939, -120578, -306], [0, 0, 0], [13444955723, 241515, -2856], [0, 0, 0], [44577735635, 1219041, -8551], [0, 0, 0], [407720224330, -24214790, 21060], [0, 0, 0], [2599270326072, -78703794, 206750], [0, 0, 0], [-11929396534227, -10179315, 319144], [0, 0, 0], [66179872171740, -391662132, -1323540], [0, 0, 0], [-64589693893622, -1679798214, -5214236], [0, 0, 0], [375854023120779, 2369077164, 292556], [0, 0, 0], [-1760671157218238, 11178145762, 29609784], [0, 0, 0], [1869113920498543, 1660970493, 33737045], [0, 0, 0], [-3748921264001176, 5920500456, -74881888], [0, 0, 0], [3338037660191858, 36046394810, -141916374], [0, 0, 0], [-1758047959172804, -107547831684, 83942384], [0, 0, 0], [-8090763662016401, -208805051403, 10140941], [0, 0, 0], [17641746644228050, 68445178114, -576660060], [0, 0, 0], [-99386278879320634, -272353907700, 1361738284], [0, 0, 0], 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8047910159066322864949306839318, -101272785249772925679964635866], [-949491152959055555789372701048004993, -36025277618141943109626784521249, 6870839968485892495101891848], [-959087171193641227029855457089458254, 2125141135483649622292605043170, 3127967347566374369824838244]], 'char_orbit_index': 1, 'field_poly': [96223, -4963, -1, 1], 'hecke_orbit_code': 22517998505951248, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 573440, 57344], 'hecke_ring_inverse_numerators': [[1, 0, 0], [191193, -139, 1], [189750951, 1035, -1]], 'hecke_ring_numerators': [[1, 0, 0], [-211989, 640, 64], [-29657664, 662400, 8896]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '16.22.a.f', 'level': 16, 'maxp': 2999, 'weight': 22}
• 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': [[[[2, -1]], 5, 4], [[[2, 1]], 5, 2]], 'ALdims': [5, 5], 'Nk2': 7744, 'analytic_conductor': 44.71637508592993, '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': [16, 1, [15, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 10, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098768, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 3], 'label': '16.22.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 45, 'mf_new_dim': 11, 'num_forms': 6, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 44, 'trace_bound': 3, 'trace_display': [0, -59048, -10391780, -286396624], 'traces': [10, 0, -59048, 0, -10391780, 0, -286396624, 0, 36243817378, 0, -44145613432, 0, -53827631700, 0, -409034126192, 0, 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-10151574503296621570431868746808094784, 0, -16586805016834647071840909719551323184, 0, 1796723385135312556509406378202377380, 0, -1496886214109918601428283229778437536, 0, 15055175997345142094186370734529028268, 0, -2453200080798389796757767860079126544, 0, -749731074569264605915678305781456128, 0, 20893319053752337377569554354910995640, 0, 5701354798742487829251722691953018360, 0, -1671053650323663372724959244697980160, 0, -923172458854926948689997300550008636, 0, 1786681053821486502155782903869337832, 0, -16782077793452429828655630685086145792, 0, -17168836599149614270609611365728291680, 0, 3930192744828048849105506803994710216, 0, 5679205739162828119104858603420949480, 0, -9987742791394579663861033648228914304, 0, 6803749861697426773361614837780613904, 0, -8509370895562876470309000087372041344, 0, 11448256669444861923080018716777454112, 0, 14159067004151480137500654671468241964, 0, 13578714555913471049401315378739727760, 0, 876699816655017931993669231571736168, 0, -4028025407172735086162385269642210976, 0, 13895347476589128571540804664143770108, 0, -12256350240412499244325468375718201008, 0], 'weight': 22, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 12113
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '16.22.a.f', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '8.22.a.b', 'target_level': 8, 'twist_class_label': '8.22.a.b', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 12114
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '16.22.a.f', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '16.22.a.f', 'target_level': 16, 'twist_class_label': '8.22.a.b', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 12115
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '16.22.a.f', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '64.22.a.l', 'target_level': 64, 'twist_class_label': '8.22.a.b', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 12116
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '16.22.a.f', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '64.22.a.m', 'target_level': 64, 'twist_class_label': '8.22.a.b', 'twist_class_level': 8, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 12117
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '16.22.a.f', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '72.22.a.f', 'target_level': 72, 'twist_class_label': '8.22.a.b', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 66450
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 22517998505951248, 'p': 2}
  • id: 66451
    {'charpoly_factorization': [[[156439878638400, -20431242576, 96764, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 3}
  • id: 66452
    {'charpoly_factorization': [[[-22232142716343413695000, -988349133810900, 24111774, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 5}
  • id: 66453
    {'charpoly_factorization': [[[-35553267238349450938553856, -368812599188427072, 295988280, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 7}
  • id: 66454
    {'charpoly_factorization': [[[59524752563419325669726498167744, -10441954462928913022416, -40335108684, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 11}
  • id: 66455
    {'charpoly_factorization': [[[-6472174164833194012324148941520248, -115098792875405225576820, -133734425946, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 13}
  • id: 66456
    {'charpoly_factorization': [[[1324949703836841726808989570114822854200, -175713729547804795693822260, -7797732274422, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 17}
  • id: 66457
    {'charpoly_factorization': [[[1425738420978845579396279176799065664, 304370510333927276928827184, 35788199781996, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 19}
  • id: 66458
    {'charpoly_factorization': [[[-13187283552587307446366891509614797597479424, -86213799465445083704509369152, 193770761479080, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 23}
  • id: 66459
    {'charpoly_factorization': [[[-4539413024449715535736469217571334882219174712, 9071478183922886643161316725196, -5607343422466122, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 29}
  • id: 66460
    {'charpoly_factorization': [[[23815531358787205788296262423516721428441497600, 34730306601643932286077451791360, 11246757871503072, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 31}
  • id: 66461
    {'charpoly_factorization': [[[-15491175144651199711548946573428922329512373624216, -830562241962896743358222496702036, 24272499791100606, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 37}
  • id: 66462
    {'charpoly_factorization': [[[682682244791993949461002798777716495182684271456024, 25705697452807969271020275554023980, 298159108991869602, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 41}
  • id: 66463
    {'charpoly_factorization': [[[-887175698016699726736323863486739096590140393260608, -29470189182790362000487752607385808, -33333932139754860, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 43}
  • id: 66464
    {'charpoly_factorization': [[[79030407514911718236255332842532460026835279168958464, -398972777779486261277132360967965952, -120874283547603888, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 47}
  • id: 66465
    {'charpoly_factorization': [[[-284423045491652872720017065853366511462763865514745176, -125978547888349244673772890448241172, 1138443393004854222, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 53}
  • id: 66466
    {'charpoly_factorization': [[[-109852800450935440695562440827015787836603720112856705856, -1317596243250574505275979197278526800, 9225624498709937412, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 59}
  • id: 66467
    {'charpoly_factorization': [[[-142616542823560215737805842663275350499304657022004886200, -20127818242176427305938006561503407540, 6554902294063924182, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 61}
  • id: 66468
    {'charpoly_factorization': [[[427642881117395197918929380929951975527066981752809379648, -60879887424609609214563462223790821200, -15793054074531629124, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 67}
  • id: 66469
    {'charpoly_factorization': [[[34075829930628978583795667062317168738876519270969338124800, -909655798496155836384343412609489253696, -41139582493467997704, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 71}
  • id: 66470
    {'charpoly_factorization': [[[-2849523567747148932946034203357249953114615850835374948456, -249864080979506983216201233138279364692, 19422167949903851970, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 73}
  • id: 66471
    {'charpoly_factorization': [[[476496014476853269504318106035757821809474314313337231052800, -2435514001940510088143039378560898014464, -131735321299806049488, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 79}
  • id: 66472
    {'charpoly_factorization': [[[449639703892492830399135106687059395442514068388941577318976, -29225919704070059779421947421151234601680, 64013993832679681068, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 83}
  • id: 66473
    {'charpoly_factorization': [[[24024093868397735630376515464697869841866586435027748444553176, -47460975537980818038183538970702222924436, -429891446897537246766, 1], 1]], 'hecke_orbit_code': 22517998505951248, 'p': 89}
  • id: 66474
    {'charpoly_factorization': [[[102498063074430008141891262750313561678664841774661971873389944, -538933405515470239165130834825978888202612, 324059336514148638042, 1], 1]], 'hecke_orbit_code': 22517998505951248, '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': 6, 'label': '16.22.a.f', 'level': 16, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 170467000
    {'hecke_orbit_code': 22517998505951248, 'n': 1, 'trace_an': 3}
  • id: 170467001
    {'hecke_orbit_code': 22517998505951248, 'n': 2, 'trace_an': 0}
  • id: 170467002
    {'hecke_orbit_code': 22517998505951248, 'n': 3, 'trace_an': -96764}
  • id: 170467003
    {'hecke_orbit_code': 22517998505951248, 'n': 4, 'trace_an': 0}
  • id: 170467004
    {'hecke_orbit_code': 22517998505951248, 'n': 5, 'trace_an': -24111774}
  • id: 170467005
    {'hecke_orbit_code': 22517998505951248, 'n': 6, 'trace_an': 0}
  • id: 170467006
    {'hecke_orbit_code': 22517998505951248, 'n': 7, 'trace_an': -295988280}
  • id: 170467007
    {'hecke_orbit_code': 22517998505951248, 'n': 8, 'trace_an': 0}
  • id: 170467008
    {'hecke_orbit_code': 22517998505951248, 'n': 9, 'trace_an': 18844697239}
  • id: 170467009
    {'hecke_orbit_code': 22517998505951248, 'n': 10, 'trace_an': 0}
  • id: 170467010
    {'hecke_orbit_code': 22517998505951248, 'n': 11, 'trace_an': 40335108684}
  • id: 170467011
    {'hecke_orbit_code': 22517998505951248, 'n': 12, 'trace_an': 0}
  • id: 170467012
    {'hecke_orbit_code': 22517998505951248, 'n': 13, 'trace_an': 133734425946}
  • id: 170467013
    {'hecke_orbit_code': 22517998505951248, 'n': 14, 'trace_an': 0}
  • id: 170467014
    {'hecke_orbit_code': 22517998505951248, 'n': 15, 'trace_an': 1223136458200}
  • id: 170467015
    {'hecke_orbit_code': 22517998505951248, 'n': 16, 'trace_an': 0}
  • id: 170467016
    {'hecke_orbit_code': 22517998505951248, 'n': 17, 'trace_an': 7797732274422}
  • id: 170467017
    {'hecke_orbit_code': 22517998505951248, 'n': 18, 'trace_an': 0}
  • id: 170467018
    {'hecke_orbit_code': 22517998505951248, 'n': 19, 'trace_an': -35788199781996}
  • id: 170467019
    {'hecke_orbit_code': 22517998505951248, 'n': 20, 'trace_an': 0}
  • id: 170467020
    {'hecke_orbit_code': 22517998505951248, 'n': 21, 'trace_an': 198539224853088}
  • id: 170467021
    {'hecke_orbit_code': 22517998505951248, 'n': 22, 'trace_an': 0}
  • id: 170467022
    {'hecke_orbit_code': 22517998505951248, 'n': 23, 'trace_an': -193770761479080}
  • id: 170467023
    {'hecke_orbit_code': 22517998505951248, 'n': 24, 'trace_an': 0}
  • id: 170467024
    {'hecke_orbit_code': 22517998505951248, 'n': 25, 'trace_an': 1127564438439501}
  • id: 170467025
    {'hecke_orbit_code': 22517998505951248, 'n': 26, 'trace_an': 0}
  • id: 170467026
    {'hecke_orbit_code': 22517998505951248, 'n': 27, 'trace_an': -5282002293508952}
  • id: 170467027
    {'hecke_orbit_code': 22517998505951248, 'n': 28, 'trace_an': 0}
  • id: 170467028
    {'hecke_orbit_code': 22517998505951248, 'n': 29, 'trace_an': 5607343422466122}
  • id: 170467029
    {'hecke_orbit_code': 22517998505951248, 'n': 30, 'trace_an': 0}
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