Newform data - 64.22.a.l

Formats: - HTML - YAML - JSON - 2023-12-04T06:45:07.665218

• 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': 30976, 'analytic_conductor': 178.86550034371973, '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': [64, 1, [63, 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': 12, 'hecke_orbit_code': 49539596270174272, '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': '64.22.a.l', 'level': 64, '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}+(8037261-9\\beta _{1}+\\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': '64.22.a', 'trace_display': [0, -96764, 24111774, 295988280], 'trace_hash': 767075133842834887, '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': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, '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, 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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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6587642288043364451661146588157, 6041085379873588759954902200], [-1208521901023609775218566557180249272, 8047910159066322864949306839318, -101272785249772925679964635866], [-949491152959055555789372701048004993, -36025277618141943109626784521249, 6870839968485892495101891848], [959087171193641227029855457089458254, -2125141135483649622292605043170, -3127967347566374369824838244]], 'char_orbit_index': 1, 'field_poly': [96223, -4963, -1, 1], 'hecke_orbit_code': 49539596270174272, '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': '64.22.a.l', 'level': 64, '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]], 21, 9], [[[2, 1]], 20, 8]], 'ALdims': [20, 21], 'Nk2': 30976, 'analytic_conductor': 178.86550034371973, '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': [64, 1, [63, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 162, 'dim': 41, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098816, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 4, 5, 5, 6], 'label': '64.22.a', 'level': 64, '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': 174, 'mf_new_dim': 43, 'num_forms': 17, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 176, 'trace_bound': 3, 'trace_display': [0, 0, 2, 0], 'traces': [41, 0, 0, 0, 2, 0, 0, 0, 135984591637, 0, 0, 0, -1065395863654, 0, 0, 0, 3481428994002, 0, 0, 0, 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• 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: 56405
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '64.22.a.l', 'source_level': 64, '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': '8.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 56406
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '64.22.a.l', 'source_level': 64, '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': '8.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 56407
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '64.22.a.l', 'source_level': 64, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 56408
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '64.22.a.l', 'source_level': 64, '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': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 56409
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '64.22.a.l', 'source_level': 64, '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': '24.h', 'twisting_char_orbit': 8, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 210325
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 49539596270174272, 'p': 2}
  • id: 210326
    {'charpoly_factorization': [[[156439878638400, -20431242576, 96764, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 3}
  • id: 210327
    {'charpoly_factorization': [[[22232142716343413695000, -988349133810900, -24111774, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 5}
  • id: 210328
    {'charpoly_factorization': [[[35553267238349450938553856, -368812599188427072, -295988280, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 7}
  • id: 210329
    {'charpoly_factorization': [[[59524752563419325669726498167744, -10441954462928913022416, -40335108684, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 11}
  • id: 210330
    {'charpoly_factorization': [[[6472174164833194012324148941520248, -115098792875405225576820, 133734425946, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 13}
  • id: 210331
    {'charpoly_factorization': [[[1324949703836841726808989570114822854200, -175713729547804795693822260, -7797732274422, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 17}
  • id: 210332
    {'charpoly_factorization': [[[1425738420978845579396279176799065664, 304370510333927276928827184, 35788199781996, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 19}
  • id: 210333
    {'charpoly_factorization': [[[13187283552587307446366891509614797597479424, -86213799465445083704509369152, -193770761479080, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 23}
  • id: 210334
    {'charpoly_factorization': [[[4539413024449715535736469217571334882219174712, 9071478183922886643161316725196, 5607343422466122, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 29}
  • id: 210335
    {'charpoly_factorization': [[[-23815531358787205788296262423516721428441497600, 34730306601643932286077451791360, -11246757871503072, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 31}
  • id: 210336
    {'charpoly_factorization': [[[15491175144651199711548946573428922329512373624216, -830562241962896743358222496702036, -24272499791100606, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 37}
  • id: 210337
    {'charpoly_factorization': [[[682682244791993949461002798777716495182684271456024, 25705697452807969271020275554023980, 298159108991869602, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 41}
  • id: 210338
    {'charpoly_factorization': [[[-887175698016699726736323863486739096590140393260608, -29470189182790362000487752607385808, -33333932139754860, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 43}
  • id: 210339
    {'charpoly_factorization': [[[-79030407514911718236255332842532460026835279168958464, -398972777779486261277132360967965952, 120874283547603888, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 47}
  • id: 210340
    {'charpoly_factorization': [[[284423045491652872720017065853366511462763865514745176, -125978547888349244673772890448241172, -1138443393004854222, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 53}
  • id: 210341
    {'charpoly_factorization': [[[-109852800450935440695562440827015787836603720112856705856, -1317596243250574505275979197278526800, 9225624498709937412, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 59}
  • id: 210342
    {'charpoly_factorization': [[[142616542823560215737805842663275350499304657022004886200, -20127818242176427305938006561503407540, -6554902294063924182, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 61}
  • id: 210343
    {'charpoly_factorization': [[[427642881117395197918929380929951975527066981752809379648, -60879887424609609214563462223790821200, -15793054074531629124, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 67}
  • id: 210344
    {'charpoly_factorization': [[[-34075829930628978583795667062317168738876519270969338124800, -909655798496155836384343412609489253696, 41139582493467997704, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 71}
  • id: 210345
    {'charpoly_factorization': [[[-2849523567747148932946034203357249953114615850835374948456, -249864080979506983216201233138279364692, 19422167949903851970, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 73}
  • id: 210346
    {'charpoly_factorization': [[[-476496014476853269504318106035757821809474314313337231052800, -2435514001940510088143039378560898014464, 131735321299806049488, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 79}
  • id: 210347
    {'charpoly_factorization': [[[449639703892492830399135106687059395442514068388941577318976, -29225919704070059779421947421151234601680, 64013993832679681068, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 83}
  • id: 210348
    {'charpoly_factorization': [[[24024093868397735630376515464697869841866586435027748444553176, -47460975537980818038183538970702222924436, -429891446897537246766, 1], 1]], 'hecke_orbit_code': 49539596270174272, 'p': 89}
  • id: 210349
    {'charpoly_factorization': [[[102498063074430008141891262750313561678664841774661971873389944, -538933405515470239165130834825978888202612, 324059336514148638042, 1], 1]], 'hecke_orbit_code': 49539596270174272, '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': 12, 'label': '64.22.a.l', 'level': 64, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 220167000
    {'hecke_orbit_code': 49539596270174272, 'n': 1, 'trace_an': 3}
  • id: 220167001
    {'hecke_orbit_code': 49539596270174272, 'n': 2, 'trace_an': 0}
  • id: 220167002
    {'hecke_orbit_code': 49539596270174272, 'n': 3, 'trace_an': -96764}
  • id: 220167003
    {'hecke_orbit_code': 49539596270174272, 'n': 4, 'trace_an': 0}
  • id: 220167004
    {'hecke_orbit_code': 49539596270174272, 'n': 5, 'trace_an': 24111774}
  • id: 220167005
    {'hecke_orbit_code': 49539596270174272, 'n': 6, 'trace_an': 0}
  • id: 220167006
    {'hecke_orbit_code': 49539596270174272, 'n': 7, 'trace_an': 295988280}
  • id: 220167007
    {'hecke_orbit_code': 49539596270174272, 'n': 8, 'trace_an': 0}
  • id: 220167008
    {'hecke_orbit_code': 49539596270174272, 'n': 9, 'trace_an': 18844697239}
  • id: 220167009
    {'hecke_orbit_code': 49539596270174272, 'n': 10, 'trace_an': 0}
  • id: 220167010
    {'hecke_orbit_code': 49539596270174272, 'n': 11, 'trace_an': 40335108684}
  • id: 220167011
    {'hecke_orbit_code': 49539596270174272, 'n': 12, 'trace_an': 0}
  • id: 220167012
    {'hecke_orbit_code': 49539596270174272, 'n': 13, 'trace_an': -133734425946}
  • id: 220167013
    {'hecke_orbit_code': 49539596270174272, 'n': 14, 'trace_an': 0}
  • id: 220167014
    {'hecke_orbit_code': 49539596270174272, 'n': 15, 'trace_an': -1223136458200}
  • id: 220167015
    {'hecke_orbit_code': 49539596270174272, 'n': 16, 'trace_an': 0}
  • id: 220167016
    {'hecke_orbit_code': 49539596270174272, 'n': 17, 'trace_an': 7797732274422}
  • id: 220167017
    {'hecke_orbit_code': 49539596270174272, 'n': 18, 'trace_an': 0}
  • id: 220167018
    {'hecke_orbit_code': 49539596270174272, 'n': 19, 'trace_an': -35788199781996}
  • id: 220167019
    {'hecke_orbit_code': 49539596270174272, 'n': 20, 'trace_an': 0}
  • id: 220167020
    {'hecke_orbit_code': 49539596270174272, 'n': 21, 'trace_an': -198539224853088}
  • id: 220167021
    {'hecke_orbit_code': 49539596270174272, 'n': 22, 'trace_an': 0}
  • id: 220167022
    {'hecke_orbit_code': 49539596270174272, 'n': 23, 'trace_an': 193770761479080}
  • id: 220167023
    {'hecke_orbit_code': 49539596270174272, 'n': 24, 'trace_an': 0}
  • id: 220167024
    {'hecke_orbit_code': 49539596270174272, 'n': 25, 'trace_an': 1127564438439501}
  • id: 220167025
    {'hecke_orbit_code': 49539596270174272, 'n': 26, 'trace_an': 0}
  • id: 220167026
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