Newform data - 10.34.a.a

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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': 11560, 'analytic_conductor': 68.98282888100748, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -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': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 15748736641, 'field_disc_factorization': [[11, 1], [17, 1], [47, 1], [557, 1], [3217, 1]], 'field_poly': [-3937184160, -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, [245013452401536, 74648412, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 570425354, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 180, 'hecke_ring_index_factorization': [[2, 2], [3, 2], [5, 1]], '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': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.34.a.a', 'level': 10, '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': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.34.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{16}q^{2}+(-37324206-3\\beta )q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '33.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.34.a', 'trace_display': [131072, -74648412, 305175781250, 20327789415556], 'trace_hash': 119480168032192798, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.888', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.988', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.866', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 131072, -74648412, 8589934592, 305175781250, -4892158328832, 20327789415556, 562949953421312, -6035762623792374, 20000000000000000, -11282427183095376, -320612488238333952, 80760781784046988, 1332202007137878016, -11390443725585937500, 36893488147419103232, -205963221786194409324, -395559739312857022464, -2435166480698605800200, 1310720000000000000000, 5098464356293085660064, -739405147871338561536, 29028845471264700782748, -21011660029187453878272, 46566128730773925781250, 5292738594999303405568, 468849960215466385570920, 87307190739787973656576, 669911834369977099655580, -746484120000000000000000, 337264281536360263914904, 2417851639229258349412352, -7710152394128777821944144, -13498005702980036809457664, 3101774507988891601562500, 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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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-163761104244930632668493603675315420874303085859132], [-1475109485291298380361768935192702516061466514563271322928, -212405159378029306800877605125216191178293139044098], [-583221697633170009921232239672730189376191168525280601960, 35386188735214395799932946360404392379141201913808]], 'char_orbit_index': 1, 'field_poly': [-3937184160, -1, 1], 'hecke_orbit_code': 570425354, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 180], 'hecke_ring_inverse_numerators': [[1, 0], [90, 1]], 'hecke_ring_numerators': [[1, 0], [-90, 180]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '10.34.a.a', 'level': 10, 'maxp': 2999, 'weight': 34}
• mf_newspaces •

  Column	Type
  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_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': [3, 3, 3, 2], 'Nk2': 11560, 'analytic_conductor': 68.98282888100748, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 47, 'dim': 11, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 570425354, 'hecke_orbit_dims': [2, 3, 3, 3], 'label': '10.34.a', 'level': 10, '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': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 51, 'mf_new_dim': 11, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 51, 'trace_bound': 3, 'trace_display': [-65536, 74568256, -152587890625, 22560918015772], 'traces': [11, -65536, 74568256, 47244640256, -152587890625, -11300222795776, 22560918015772, 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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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.34.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.34.a.a', 'target_level': 10, 'twist_class_label': '10.34.a.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 34}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 45250
    {'charpoly_factorization': [[[-65536, 1], 2]], 'hecke_orbit_code': 570425354, 'p': 2}
  • id: 45251
    {'charpoly_factorization': [[[245013452401536, 74648412, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 3}
  • id: 45252
    {'charpoly_factorization': [[[-152587890625, 1], 2]], 'hecke_orbit_code': 570425354, 'p': 5}
  • id: 45253
    {'charpoly_factorization': [[[-7367103554148234325365206816, -20327789415556, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 7}
  • id: 45254
    {'charpoly_factorization': [[[-14365523281148021798201764149170256, 11282427183095376, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 11}
  • id: 45255
    {'charpoly_factorization': [[[-15038315143823981111073154579444001564, -80760781784046988, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 13}
  • id: 45256
    {'charpoly_factorization': [[[2191644317321396935779332707407427684644, 205963221786194409324, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 17}
  • id: 45257
    {'charpoly_factorization': [[[1482507641246736856206600663845372416680400, 2435166480698605800200, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 19}
  • id: 45258
    {'charpoly_factorization': [[[-133495794216005828196735917187086330079717024, -29028845471264700782748, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 23}
  • id: 45259
    {'charpoly_factorization': [[[71174570475170679124907595737220534109636373700, -669911834369977099655580, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 29}
  • id: 45260
    {'charpoly_factorization': [[[-19246302645201965358318799895366693153915102756096, -337264281536360263914904, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 31}
  • id: 45261
    {'charpoly_factorization': [[[6377376251565328509114481107463139211524970145379044, 184139192244080353693197524, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 37}
  • id: 45262
    {'charpoly_factorization': [[[-186748371909455085434341792364339595314838462124092156, -14298843461054952714348324, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 41}
  • id: 45263
    {'charpoly_factorization': [[[-717776001903120984133140430339257443501321253397113824, 608685062932886434615318652, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 43}
  • id: 45264
    {'charpoly_factorization': [[[10986116724600003282140957318166602671113319471720565184, 6646835622774856917274050444, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 47}
  • id: 45265
    {'charpoly_factorization': [[[-1778483487116979422694653432005250219671041878705738826684, 23551888524780401802822701892, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 53}
  • id: 45266
    {'charpoly_factorization': [[[-38786963359414003450911507552168526749439481730600963385200, -22604203336846958159402367960, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 59}
  • id: 45267
    {'charpoly_factorization': [[[28637689305820007389946476983321101294843368189072295126404, 339703294897757897934093836996, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 61}
  • id: 45268
    {'charpoly_factorization': [[[782984040920316206219388634011702886310165733098964488657824, 2526076586974742197515421878164, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 67}
  • id: 45269
    {'charpoly_factorization': [[[17561739335242298493394387635215654248695721185452331422068224, 8757591773294778824971571836536, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 71}
  • id: 45270
    {'charpoly_factorization': [[[4817731654350090833874371359135258505805477756967740342610756, 8032530857221267753332158819132, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 73}
  • id: 45271
    {'charpoly_factorization': [[[-180297212171345492037956433390814107609473472926732800043264000, 19259566961569543032032618239280, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 79}
  • id: 45272
    {'charpoly_factorization': [[[-4015360190167352008436070319050967173642544971015458759013441984, 27953508025018595447820979950492, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 83}
  • id: 45273
    {'charpoly_factorization': [[[-14095920223889539766466568898423196401023723446548312234335503900, 151408466968396001182516810504620, 1], 1]], 'hecke_orbit_code': 570425354, 'p': 89}
  • id: 45274
    {'charpoly_factorization': [[[-111914459359583771961327920937357475691538829026387082477103929436, 616001214102537194391941400541484, 1], 1]], 'hecke_orbit_code': 570425354, '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': 1, 'label': '10.34.a.a', 'level': 10, 'portrait': 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', 'weight': 34}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 4081302
    {'hecke_orbit_code': 570425354, 'n': 1, 'trace_an': 2}
  • id: 4081303
    {'hecke_orbit_code': 570425354, 'n': 2, 'trace_an': 131072}
  • id: 4081304
    {'hecke_orbit_code': 570425354, 'n': 3, 'trace_an': -74648412}
  • id: 4081305
    {'hecke_orbit_code': 570425354, 'n': 4, 'trace_an': 8589934592}
  • id: 4081306
    {'hecke_orbit_code': 570425354, 'n': 5, 'trace_an': 305175781250}
  • id: 4081307
    {'hecke_orbit_code': 570425354, 'n': 6, 'trace_an': -4892158328832}
  • id: 4081308
    {'hecke_orbit_code': 570425354, 'n': 7, 'trace_an': 20327789415556}
  • id: 4081309
    {'hecke_orbit_code': 570425354, 'n': 8, 'trace_an': 562949953421312}
  • id: 4081310
    {'hecke_orbit_code': 570425354, 'n': 9, 'trace_an': -6035762623792374}
  • id: 4081311
    {'hecke_orbit_code': 570425354, 'n': 10, 'trace_an': 20000000000000000}
  • id: 4081312
    {'hecke_orbit_code': 570425354, 'n': 11, 'trace_an': -11282427183095376}
  • id: 4081313
    {'hecke_orbit_code': 570425354, 'n': 12, 'trace_an': -320612488238333952}
  • id: 4081314
    {'hecke_orbit_code': 570425354, 'n': 13, 'trace_an': 80760781784046988}
  • id: 4081315
    {'hecke_orbit_code': 570425354, 'n': 14, 'trace_an': 1332202007137878016}
  • id: 4081316
    {'hecke_orbit_code': 570425354, 'n': 15, 'trace_an': -11390443725585937500}
  • id: 4081317
    {'hecke_orbit_code': 570425354, 'n': 16, 'trace_an': 36893488147419103232}
  • id: 4081318
    {'hecke_orbit_code': 570425354, 'n': 17, 'trace_an': -205963221786194409324}
  • id: 4081319
    {'hecke_orbit_code': 570425354, 'n': 18, 'trace_an': -395559739312857022464}
  • id: 4081320
    {'hecke_orbit_code': 570425354, 'n': 19, 'trace_an': -2435166480698605800200}
  • id: 4081321
    {'hecke_orbit_code': 570425354, 'n': 20, 'trace_an': 1310720000000000000000}
  • id: 4081322
    {'hecke_orbit_code': 570425354, 'n': 21, 'trace_an': 5098464356293085660064}
  • id: 4081323
    {'hecke_orbit_code': 570425354, 'n': 22, 'trace_an': -739405147871338561536}
  • id: 4081324
    {'hecke_orbit_code': 570425354, 'n': 23, 'trace_an': 29028845471264700782748}
  • id: 4081325
    {'hecke_orbit_code': 570425354, 'n': 24, 'trace_an': -21011660029187453878272}
  • id: 4081326
    {'hecke_orbit_code': 570425354, 'n': 25, 'trace_an': 46566128730773925781250}
  • id: 4081327
    {'hecke_orbit_code': 570425354, 'n': 26, 'trace_an': 5292738594999303405568}
  • id: 4081328
    {'hecke_orbit_code': 570425354, 'n': 27, 'trace_an': 468849960215466385570920}
  • id: 4081329
    {'hecke_orbit_code': 570425354, 'n': 28, 'trace_an': 87307190739787973656576}
  • id: 4081330
    {'hecke_orbit_code': 570425354, 'n': 29, 'trace_an': 669911834369977099655580}
  • id: 4081331
    {'hecke_orbit_code': 570425354, 'n': 30, 'trace_an': -746484120000000000000000}
  • id: 4081332
    {'hecke_orbit_code': 570425354, 'n': 31, 'trace_an': 337264281536360263914904}
  • id: 4081333
    {'hecke_orbit_code': 570425354, 'n': 32, 'trace_an': 2417851639229258349412352}
  • id: 4081334
    {'hecke_orbit_code': 570425354, 'n': 33, 'trace_an': -7710152394128777821944144}
  • id: 4081335
    {'hecke_orbit_code': 570425354, 'n': 34, 'trace_an': -13498005702980036809457664}
  • id: 4081336
    {'hecke_orbit_code': 570425354, 'n': 35, 'trace_an': 3101774507988891601562500}
  • id: 4081337
    {'hecke_orbit_code': 570425354, 'n': 36, 'trace_an': -25923403075607397824200704}
  • id: 4081338
    {'hecke_orbit_code': 570425354, 'n': 37, 'trace_an': -184139192244080353693197524}
  • id: 4081339
    {'hecke_orbit_code': 570425354, 'n': 38, 'trace_an': -159591070479063829721907200}
  • id: 4081340
    {'hecke_orbit_code': 570425354, 'n': 39, 'trace_an': -265823042069990418214193928}
  • id: 4081341
    {'hecke_orbit_code': 570425354, 'n': 40, 'trace_an': 85899345920000000000000000}
  • id: 4081342
    {'hecke_orbit_code': 570425354, 'n': 41, 'trace_an': 14298843461054952714348324}
  • id: 4081343
    {'hecke_orbit_code': 570425354, 'n': 42, 'trace_an': 334132960054023661817954304}
  • id: 4081344
    {'hecke_orbit_code': 570425354, 'n': 43, 'trace_an': -608685062932886434615318652}
  • id: 4081345
    {'hecke_orbit_code': 570425354, 'n': 44, 'trace_an': -48457655770896043968823296}
  • id: 4081346
    {'hecke_orbit_code': 570425354, 'n': 45, 'trace_an': -920984287077693786621093750}
  • id: 4081347
    {'hecke_orbit_code': 570425354, 'n': 46, 'trace_an': 1902434416804803430498172928}
  • id: 4081348
    {'hecke_orbit_code': 570425354, 'n': 47, 'trace_an': -6646835622774856917274050444}
  • id: 4081349
    {'hecke_orbit_code': 570425354, 'n': 48, 'trace_an': -1377020151672828977366433792}
  • id: 4081350
    {'hecke_orbit_code': 570425354, 'n': 49, 'trace_an': -314561308595229853488986046}
  • id: 4081351
    {'hecke_orbit_code': 570425354, 'n': 50, 'trace_an': 3051757812500000000000000000}
  • id: 4081352
    {'hecke_orbit_code': 570425354, 'n': 51, 'trace_an': 13903352393449636924474059144}
  • id: 4081353
    {'hecke_orbit_code': 570425354, 'n': 52, 'trace_an': 346864916561874347987304448}
  • id: 4081354
    {'hecke_orbit_code': 570425354, 'n': 53, 'trace_an': -23551888524780401802822701892}
  • id: 4081355
    {'hecke_orbit_code': 570425354, 'n': 54, 'trace_an': 30726550992680805044775813120}
  • id: 4081356
    {'hecke_orbit_code': 570425354, 'n': 55, 'trace_an': -1721561764998684082031250000}
  • id: 4081357
    {'hecke_orbit_code': 570425354, 'n': 56, 'trace_an': 5721764052322744641557364736}
  • id: 4081358
    {'hecke_orbit_code': 570425354, 'n': 57, 'trace_an': 90968097453666874117923963600}
  • id: 4081359
    {'hecke_orbit_code': 570425354, 'n': 58, 'trace_an': 43903341977270819203028090880}
  • id: 4081360
    {'hecke_orbit_code': 570425354, 'n': 59, 'trace_an': 22604203336846958159402367960}
  • id: 4081361
    {'hecke_orbit_code': 570425354, 'n': 60, 'trace_an': -48921583288320000000000000000}
  • id: 4081362
    {'hecke_orbit_code': 570425354, 'n': 61, 'trace_an': -339703294897757897934093836996}
  • id: 4081363
    {'hecke_orbit_code': 570425354, 'n': 62, 'trace_an': 22102951954766906255927148544}
  • id: 4081364
    {'hecke_orbit_code': 570425354, 'n': 63, 'trace_an': -498576262245539929538020028172}
  • id: 4081365
    {'hecke_orbit_code': 570425354, 'n': 64, 'trace_an': 158456325028528675187087900672}
  • id: 4081366
    {'hecke_orbit_code': 570425354, 'n': 65, 'trace_an': 12323117337653654174804687500}
  • id: 4081367
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  • id: 4081520
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  • id: 4081521
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  • id: 4081522
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  • id: 4081523
    {'hecke_orbit_code': 570425354, 'n': 757, 'trace_an': -79401441362416840948955686982528158861346786324}
  • id: 4081524
    {'hecke_orbit_code': 570425354, 'n': 761, 'trace_an': -889017225932479905571090558228347381640846481676}
  • id: 4081525
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  • id: 4081526
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  • id: 4081527
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  • id: 4081528
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  • id: 4081529
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  • id: 4081530
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  • id: 4081531
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  • id: 4081532
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  • id: 4081533
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  • id: 4081534
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  • id: 4081535
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  • id: 4081536
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  • id: 4081537
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  • id: 4081538
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  • id: 4081539
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  • id: 4081540
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  • id: 4081541
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  • id: 4081542
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  • id: 4081543
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  • id: 4081544
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  • id: 4081545
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  • id: 4081546
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  • id: 4081547
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  • id: 4081548
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  • id: 4081549
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  • id: 4081550
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  • id: 4081551
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  • id: 4081552
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  • id: 4081553
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  • id: 4081554
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  • id: 4081555
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  • id: 4081556
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  • id: 4081557
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  • id: 4081558
    {'hecke_orbit_code': 570425354, 'n': 991, 'trace_an': -9287967552605756677756040599529778749966078048456}
  • id: 4081559
    {'hecke_orbit_code': 570425354, 'n': 997, 'trace_an': 50491370594132005674640676120896325434619811732796}