Newform data - 9.26.a.c

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• 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': 6084, 'analytic_conductor': 35.639710195701895, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 20965589791465, 'field_disc_factorization': [[5, 1], [11, 1], [381192541663, 1]], 'field_poly': [148321440, -783420, -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': [[2, [172099067904, -88941600, -3678, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199690948617, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 388800, 'hecke_ring_index_factorization': [[2, 6], [3, 5], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '9.26.a.c', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.26.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(1226-\\beta _{1})q^{2}+(30249196-1499\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.26.a', 'trace_display': [3678, 0, 163152750, -9622572744], 'trace_hash': 1430154289914373520, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.045', 'prec': 7}, {'__RealLiteral__': 0, 'data': '2.840', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '20.849', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '220.811', 'prec': 20}], 'trace_zratio': 0, 'traces': [3, 3678, 0, 90747588, 163152750, 0, -9622572744, 268012830648, 0, 8363188874700, 5946998130780, 0, 248137774407690, -754361641264848, 0, 2394637852352016, -6640885201245174, 0, -4282718959080516, 84999590549092200, 0, -67279455312049512, 54558955951564152, 0, 285270827389168125, -914405315527228956, 0, 2416760102519597472, 506350856671782, 0, -120595458951353856, 23423805952813711584, 0, -30744163051965656604, 12895712434403329200, 0, 71124029266471833426, 151631523417421211736, 0, 487276555770533818800, 178237898435247428226, 0, 233732145791955002244, 1709130121883010683088, 0, -727064486838202905936, 578974907441950806192, 0, 1540848623287695627627, 7598435156177129081250, 0, 1549295968705274668344, -9056010625929165756258, 0, 16758715188531155952600, -7112451608305863332160, 0, -43337630795958244629252, -23769324802557802948596, 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

  
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[14130299031421412399852580375788936655991688, -113602154237801596560434461349897955160, 248349882548308043974492179972833976]], 'char_orbit_index': 1, 'field_poly': [148321440, -783420, -1, 1], 'hecke_orbit_code': 9007199690948617, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 42, 42], 'hecke_ring_inverse_denominators': [1, 64800, 12960], 'hecke_ring_inverse_numerators': [[1, 0, 0], [21600, 2227, 1], [6768753120, 341663, -91]], 'hecke_ring_numerators': [[1, 0, 0], [-522432, 455, 1], [1162548864, 1708315, -2227]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '9.26.a.c', 'level': 9, 'maxp': 2999, 'weight': 26}
• 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

  
  {'ALdims': [4, 6], 'ALdims_eis_new': [0, 1], 'ALdims_eis_old': [2, 1], 'ALdims_old': [7, 6], 'Nk2': 6084, 'analytic_conductor': 35.639710195701895, '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': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 23, 'dim': 10, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 436207625, 'hecke_orbit_dims': [1, 2, 3, 4], 'label': '9.26.a', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 27, 'mf_new_dim': 11, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 26, 'trace_bound': 1, 'trace_display': [4050, 0, 334280844, -40918831120], 'traces': [10, 4050, 0, 220267348, 334280844, 0, -40918831120, 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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: 5813
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '9.26.a.c', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.26.a.b', 'target_level': 3, 'twist_class_label': '3.26.a.b', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 5814
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '9.26.a.c', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '9.26.a.c', 'target_level': 9, 'twist_class_label': '3.26.a.b', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 5815
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '9.26.a.c', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '48.26.a.i', 'target_level': 48, 'twist_class_label': '3.26.a.b', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 34225
    {'charpoly_factorization': [[[172099067904, -88941600, -3678, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 2}
  • id: 34226
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 9007199690948617, 'p': 3}
  • id: 34227
    {'charpoly_factorization': [[[-28193553433383376919625000, -576360839593732500, -163152750, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 5}
  • id: 34228
    {'charpoly_factorization': [[[-45496305709050204425120004385280, -2735730288033009320256, 9622572744, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 7}
  • id: 34229
    {'charpoly_factorization': [[[1804461232716966113502091608885829320384, -241304384811119802301614672, -5946998130780, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 11}
  • id: 34230
    {'charpoly_factorization': [[[43166753830738834483986868858869452219848, 15042537196632170418319600332, -248137774407690, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 13}
  • id: 34231
    {'charpoly_factorization': [[[7518940772597110273935376987539826401977005512, 12708578979420482013432813746892, 6640885201245174, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 17}
  • id: 34232
    {'charpoly_factorization': [[[12162862331013788283671448662188371157932894400, -60631496562957984335683530223440, 4282718959080516, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 19}
  • id: 34233
    {'charpoly_factorization': [[[-170272476680992741279142033306638774933068986880, -878929887412451777103154122087744, -54558955951564152, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 23}
  • id: 34234
    {'charpoly_factorization': [[[-6971772888908511976696860780594808803482876251879153800, -7169030600757121136170698466824964980, -506350856671782, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 29}
  • id: 34235
    {'charpoly_factorization': [[[15367610460131749417073926115926266102329215465868492800, -17940046271689419137617753457621385216, 120595458951353856, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 31}
  • id: 34236
    {'charpoly_factorization': [[[7811756720161662257189255190043447281866360536880266590760, 1044599360204826846189044112217470134124, -71124029266471833426, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 37}
  • id: 34237
    {'charpoly_factorization': [[[2088539850446729617470260503625109533089647493337248415954280, -30094451405602189199646420129066630719316, -178237898435247428226, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 41}
  • id: 34238
    {'charpoly_factorization': [[[1886539054145254649255912388977295129031492931359941606900544, -301308621085438934235935311563132887376, -233732145791955002244, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 43}
  • id: 34239
    {'charpoly_factorization': [[[1239589233623657381519877182901024729447078733720680258310729728, -1993024637434206095515438676351440622333184, -578974907441950806192, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 47}
  • id: 34240
    {'charpoly_factorization': [[[14969683185687662326810117064012267196735097723201794570335955480, 23359816302444825754296879800736887227624236, 9056010625929165756258, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 53}
  • id: 34241
    {'charpoly_factorization': [[[287646445827220960940713003443277799009236064303740619165649240000, 154389667234784180409487080809698573841252400, 23769324802557802948596, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 59}
  • id: 34242
    {'charpoly_factorization': [[[1698645814052553959684748531384679012020098528370313771328234099848, -497146146494865321601520770455978569046677364, 11371716695373075009318, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 61}
  • id: 34243
    {'charpoly_factorization': [[[192183633766761016150867178945973055523751179941223502434652273201088, -5074580872411877364032098020617277352094509008, -52213761253321486240524, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 67}
  • id: 34244
    {'charpoly_factorization': [[[192159313060595077008327143774785111163215361088304037697071089648128, 16981219910348982992999229299385984415528304832, 262955361870665606618136, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 71}
  • id: 34245
    {'charpoly_factorization': [[[-3628636249115293430828207046339130950548444949081032830745187921741800, -61151088095231247609767712229230475709329050324, 11752720924176446629602, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 73}
  • id: 34246
    {'charpoly_factorization': [[[-90057478501151144703721781765161111216072496873915321069809800429056000, -220131581651028989960577499995102195867397305600, 500543105756664483755760, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 79}
  • id: 34247
    {'charpoly_factorization': [[[-453052184280895293617957504006977697036214618101924299307884639388359872, -1543799631617645025566564335335626916669552759120, -59055829437561671377284, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 83}
  • id: 34248
    {'charpoly_factorization': [[[4489285186902748398377523940205847761533327967407097885326727945234706600, -2815954870029028645203670538954449999509026053140, -3359875059386549548018866, 1], 1]], 'hecke_orbit_code': 9007199690948617, 'p': 89}
  • id: 34249
    {'charpoly_factorization': [[[-69108744623418728986144107579535301336959662132620025552305977687823766152, 23151569584785666361042762512792746187604184499852, 12029431225244267569541466, 1], 1]], 'hecke_orbit_code': 9007199690948617, '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': 3, 'label': '9.26.a.c', 'level': 9, 'portrait': 'data:image/png;base64,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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 29431749
    {'hecke_orbit_code': 9007199690948617, 'n': 73, 'trace_an': -11752720924176446629602}
  • id: 29431821
    {'hecke_orbit_code': 9007199690948617, 'n': 71, 'trace_an': -262955361870665606618136}
  • id: 29431845
    {'hecke_orbit_code': 9007199690948617, 'n': 1, 'trace_an': 3}
  • id: 29431846
    {'hecke_orbit_code': 9007199690948617, 'n': 2, 'trace_an': 3678}
  • id: 29431847
    {'hecke_orbit_code': 9007199690948617, 'n': 3, 'trace_an': 0}
  • id: 29431848
    {'hecke_orbit_code': 9007199690948617, 'n': 4, 'trace_an': 90747588}
  • id: 29431849
    {'hecke_orbit_code': 9007199690948617, 'n': 5, 'trace_an': 163152750}
  • id: 29431850
    {'hecke_orbit_code': 9007199690948617, 'n': 6, 'trace_an': 0}
  • id: 29431851
    {'hecke_orbit_code': 9007199690948617, 'n': 7, 'trace_an': -9622572744}
  • id: 29431852
    {'hecke_orbit_code': 9007199690948617, 'n': 8, 'trace_an': 268012830648}
  • id: 29431853
    {'hecke_orbit_code': 9007199690948617, 'n': 9, 'trace_an': 0}
  • id: 29431854
    {'hecke_orbit_code': 9007199690948617, 'n': 10, 'trace_an': 8363188874700}
  • id: 29431855
    {'hecke_orbit_code': 9007199690948617, 'n': 11, 'trace_an': 5946998130780}
  • id: 29431856
    {'hecke_orbit_code': 9007199690948617, 'n': 12, 'trace_an': 0}
  • id: 29431857
    {'hecke_orbit_code': 9007199690948617, 'n': 13, 'trace_an': 248137774407690}
  • id: 29431858
    {'hecke_orbit_code': 9007199690948617, 'n': 14, 'trace_an': -754361641264848}
  • id: 29431859
    {'hecke_orbit_code': 9007199690948617, 'n': 15, 'trace_an': 0}
  • id: 29431860
    {'hecke_orbit_code': 9007199690948617, 'n': 16, 'trace_an': 2394637852352016}
  • id: 29431861
    {'hecke_orbit_code': 9007199690948617, 'n': 17, 'trace_an': -6640885201245174}
  • id: 29431862
    {'hecke_orbit_code': 9007199690948617, 'n': 18, 'trace_an': 0}
  • id: 29431863
    {'hecke_orbit_code': 9007199690948617, 'n': 19, 'trace_an': -4282718959080516}
  • id: 29431864
    {'hecke_orbit_code': 9007199690948617, 'n': 20, 'trace_an': 84999590549092200}
  • id: 29431865
    {'hecke_orbit_code': 9007199690948617, 'n': 21, 'trace_an': 0}
  • id: 29431866
    {'hecke_orbit_code': 9007199690948617, 'n': 22, 'trace_an': -67279455312049512}
  • id: 29431867
    {'hecke_orbit_code': 9007199690948617, 'n': 23, 'trace_an': 54558955951564152}
  • id: 29431868
    {'hecke_orbit_code': 9007199690948617, 'n': 24, 'trace_an': 0}
  • id: 29431869
    {'hecke_orbit_code': 9007199690948617, 'n': 25, 'trace_an': 285270827389168125}
  • id: 29431870
    {'hecke_orbit_code': 9007199690948617, 'n': 26, 'trace_an': -914405315527228956}
  • id: 29431871
    {'hecke_orbit_code': 9007199690948617, 'n': 27, 'trace_an': 0}
  • id: 29431872
    {'hecke_orbit_code': 9007199690948617, 'n': 28, 'trace_an': 2416760102519597472}
  • id: 29431873
    {'hecke_orbit_code': 9007199690948617, 'n': 29, 'trace_an': 506350856671782}
  • id: 29431874
    {'hecke_orbit_code': 9007199690948617, 'n': 30, 'trace_an': 0}
  • id: 29431875
    {'hecke_orbit_code': 9007199690948617, 'n': 31, 'trace_an': -120595458951353856}
  • id: 29431876
    {'hecke_orbit_code': 9007199690948617, 'n': 32, 'trace_an': 23423805952813711584}
  • id: 29431877
    {'hecke_orbit_code': 9007199690948617, 'n': 33, 'trace_an': 0}
  • id: 29431878
    {'hecke_orbit_code': 9007199690948617, 'n': 34, 'trace_an': -30744163051965656604}
  • id: 29431879
    {'hecke_orbit_code': 9007199690948617, 'n': 35, 'trace_an': 12895712434403329200}
  • id: 29431880
    {'hecke_orbit_code': 9007199690948617, 'n': 36, 'trace_an': 0}
  • id: 29431881
    {'hecke_orbit_code': 9007199690948617, 'n': 37, 'trace_an': 71124029266471833426}
  • id: 29431882
    {'hecke_orbit_code': 9007199690948617, 'n': 38, 'trace_an': 151631523417421211736}
  • id: 29431883
    {'hecke_orbit_code': 9007199690948617, 'n': 39, 'trace_an': 0}
  • id: 29431884
    {'hecke_orbit_code': 9007199690948617, 'n': 40, 'trace_an': 487276555770533818800}
  • id: 29431885
    {'hecke_orbit_code': 9007199690948617, 'n': 41, 'trace_an': 178237898435247428226}
  • id: 29431886
    {'hecke_orbit_code': 9007199690948617, 'n': 42, 'trace_an': 0}
  • id: 29431887
    {'hecke_orbit_code': 9007199690948617, 'n': 43, 'trace_an': 233732145791955002244}
  • id: 29431888
    {'hecke_orbit_code': 9007199690948617, 'n': 44, 'trace_an': 1709130121883010683088}
  • id: 29431889
    {'hecke_orbit_code': 9007199690948617, 'n': 45, 'trace_an': 0}
  • id: 29431890
    {'hecke_orbit_code': 9007199690948617, 'n': 46, 'trace_an': -727064486838202905936}
  • id: 29431891
    {'hecke_orbit_code': 9007199690948617, 'n': 47, 'trace_an': 578974907441950806192}
  • id: 29431892
    {'hecke_orbit_code': 9007199690948617, 'n': 48, 'trace_an': 0}
  • id: 29431893
    {'hecke_orbit_code': 9007199690948617, 'n': 49, 'trace_an': 1540848623287695627627}
  • id: 29431894
    {'hecke_orbit_code': 9007199690948617, 'n': 50, 'trace_an': 7598435156177129081250}
  • id: 29431895
    {'hecke_orbit_code': 9007199690948617, 'n': 51, 'trace_an': 0}
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