Newform data - 10.26.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': 6760, 'analytic_conductor': 39.599677995224326, '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': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [-162864, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 436207626, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '10.26.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': '10.26.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{12}q^{2}+162864q^{3}+2^{24}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.26.a', 'trace_display': [4096, 162864, 244140625, -17600893492], 'trace_hash': 1649995105715857515, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.028', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.098', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.385', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4096, 162864, 16777216, 244140625, 667090944, -17600893492, 68719476736, -820763926947, 1000000000000, -11240373835548, 2732404506624, 4242208935134, -72093259743232, 39761718750000, 281474976710656, -1137855948691902, -3361849044774912, 2989845386727620, 4096000000000000, -2866551917681088, -46040571230404608, -122305455344318796, 11191928859131904, 59604644775390625, 17376087798308864, -271665708286620960, -295293991908278272, -2120475579683207970, 162864000000000000, 4225863091688971352, 1152921504606846976, -1830652244352689472, -4660657965842030592, -4297093137695312500, -13770133687398039552, 24167876952768085478, 12246406704036331520, 690903116011663776, 16777216000000000000, -161564320765298755398, -11741396654821736448, -311612277716178716056, -188582179759737274368, -200381818102294921875, -500963145090329788416, -1225857298929021186732, 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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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[6084710367499786798777418385893871077312858], [10065420265370100030604518727441728657376302], [15801549823127388715035467888024042451535680], [-22877277291005820917647655563476026108811172], [28193841068108107789064528473065072544304418], [-20088810313772202203023689568640192523010236], [-7020704403373056326938199245506762783268290], [-20800485091192786454435634972620019305577802], [-26985263418758560354464131977910586709872012], [-9020932937923427551282137280265406664511460], [-18295076217084140149512480062804457709882486], [22735384575887745046981263067816955575510158], [-9456815975948164853296384266539731462054416], [47648540171732697676020115585146354607996170], [28730498381119897435097656859893582003291652], [-38500716863348192193208417788338203705014600]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 436207626, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '10.26.a.a', 'level': 10, 'maxp': 2999, 'weight': 26}
• 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': [2, 2, 2, 1], 'Nk2': 6760, 'analytic_conductor': 39.599677995224326, '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': 35, 'dim': 7, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 436207626, 'hecke_orbit_dims': [1, 2, 2, 2], 'label': '10.26.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': 39, 'mf_new_dim': 7, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 39, 'trace_bound': 3, 'trace_display': [-4096, 172396, -244140625, -29178793288], 'traces': [7, -4096, 172396, 117440512, -244140625, -167329792, -29178793288, -68719476736, 1158717865771, 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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: 6996
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.26.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.26.a.a', 'target_level': 10, 'twist_class_label': '10.26.a.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 6997
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.26.a.a', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.26.a.a', 'target_level': 50, 'twist_class_label': '10.26.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 6998
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '10.26.a.a', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.26.b.b', 'target_level': 50, 'twist_class_label': '10.26.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 45375
    {'charpoly_factorization': [[[-4096, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 2}
  • id: 45376
    {'charpoly_factorization': [[[-162864, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 3}
  • id: 45377
    {'charpoly_factorization': [[[-244140625, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 5}
  • id: 45378
    {'charpoly_factorization': [[[17600893492, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 7}
  • id: 45379
    {'charpoly_factorization': [[[11240373835548, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 11}
  • id: 45380
    {'charpoly_factorization': [[[-4242208935134, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 13}
  • id: 45381
    {'charpoly_factorization': [[[1137855948691902, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 17}
  • id: 45382
    {'charpoly_factorization': [[[-2989845386727620, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 19}
  • id: 45383
    {'charpoly_factorization': [[[122305455344318796, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 23}
  • id: 45384
    {'charpoly_factorization': [[[2120475579683207970, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 29}
  • id: 45385
    {'charpoly_factorization': [[[-4225863091688971352, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 31}
  • id: 45386
    {'charpoly_factorization': [[[-24167876952768085478, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 37}
  • id: 45387
    {'charpoly_factorization': [[[161564320765298755398, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 41}
  • id: 45388
    {'charpoly_factorization': [[[311612277716178716056, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 43}
  • id: 45389
    {'charpoly_factorization': [[[1225857298929021186732, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 47}
  • id: 45390
    {'charpoly_factorization': [[[478915479647327335386, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 53}
  • id: 45391
    {'charpoly_factorization': [[[-12143384628398397940860, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 59}
  • id: 45392
    {'charpoly_factorization': [[[20332807034763696982498, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 61}
  • id: 45393
    {'charpoly_factorization': [[[-61565252897133353945048, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 67}
  • id: 45394
    {'charpoly_factorization': [[[-134076626495447231398752, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 71}
  • id: 45395
    {'charpoly_factorization': [[[-223778636419120274303354, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 73}
  • id: 45396
    {'charpoly_factorization': [[[-382349749262069041023680, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 79}
  • id: 45397
    {'charpoly_factorization': [[[771818291826903407201376, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 83}
  • id: 45398
    {'charpoly_factorization': [[[840580682623068403216710, 1], 1]], 'hecke_orbit_code': 436207626, 'p': 89}
  • id: 45399
    {'charpoly_factorization': [[[6191641197715665158562382, 1], 1]], 'hecke_orbit_code': 436207626, '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': '10.26.a.a', 'level': 10, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 4031508
    {'hecke_orbit_code': 436207626, 'n': 1, 'trace_an': 1}
  • id: 4031509
    {'hecke_orbit_code': 436207626, 'n': 2, 'trace_an': 4096}
  • id: 4031510
    {'hecke_orbit_code': 436207626, 'n': 3, 'trace_an': 162864}
  • id: 4031511
    {'hecke_orbit_code': 436207626, 'n': 4, 'trace_an': 16777216}
  • id: 4031512
    {'hecke_orbit_code': 436207626, 'n': 5, 'trace_an': 244140625}
  • id: 4031513
    {'hecke_orbit_code': 436207626, 'n': 6, 'trace_an': 667090944}
  • id: 4031514
    {'hecke_orbit_code': 436207626, 'n': 7, 'trace_an': -17600893492}
  • id: 4031515
    {'hecke_orbit_code': 436207626, 'n': 8, 'trace_an': 68719476736}
  • id: 4031516
    {'hecke_orbit_code': 436207626, 'n': 9, 'trace_an': -820763926947}
  • id: 4031517
    {'hecke_orbit_code': 436207626, 'n': 10, 'trace_an': 1000000000000}
  • id: 4031518
    {'hecke_orbit_code': 436207626, 'n': 11, 'trace_an': -11240373835548}
  • id: 4031519
    {'hecke_orbit_code': 436207626, 'n': 12, 'trace_an': 2732404506624}
  • id: 4031520
    {'hecke_orbit_code': 436207626, 'n': 13, 'trace_an': 4242208935134}
  • id: 4031521
    {'hecke_orbit_code': 436207626, 'n': 14, 'trace_an': -72093259743232}
  • id: 4031522
    {'hecke_orbit_code': 436207626, 'n': 15, 'trace_an': 39761718750000}
  • id: 4031523
    {'hecke_orbit_code': 436207626, 'n': 16, 'trace_an': 281474976710656}
  • id: 4031524
    {'hecke_orbit_code': 436207626, 'n': 17, 'trace_an': -1137855948691902}
  • id: 4031525
    {'hecke_orbit_code': 436207626, 'n': 18, 'trace_an': -3361849044774912}
  • id: 4031526
    {'hecke_orbit_code': 436207626, 'n': 19, 'trace_an': 2989845386727620}
  • id: 4031527
    {'hecke_orbit_code': 436207626, 'n': 20, 'trace_an': 4096000000000000}
  • id: 4031528
    {'hecke_orbit_code': 436207626, 'n': 21, 'trace_an': -2866551917681088}
  • id: 4031529
    {'hecke_orbit_code': 436207626, 'n': 22, 'trace_an': -46040571230404608}
  • id: 4031530
    {'hecke_orbit_code': 436207626, 'n': 23, 'trace_an': -122305455344318796}
  • id: 4031531
    {'hecke_orbit_code': 436207626, 'n': 24, 'trace_an': 11191928859131904}
  • id: 4031532
    {'hecke_orbit_code': 436207626, 'n': 25, 'trace_an': 59604644775390625}
  • id: 4031533
    {'hecke_orbit_code': 436207626, 'n': 26, 'trace_an': 17376087798308864}
  • id: 4031534
    {'hecke_orbit_code': 436207626, 'n': 27, 'trace_an': -271665708286620960}
  • id: 4031535
    {'hecke_orbit_code': 436207626, 'n': 28, 'trace_an': -295293991908278272}
  • id: 4031536
    {'hecke_orbit_code': 436207626, 'n': 29, 'trace_an': -2120475579683207970}
  • id: 4031537
    {'hecke_orbit_code': 436207626, 'n': 30, 'trace_an': 162864000000000000}
  • id: 4031538
    {'hecke_orbit_code': 436207626, 'n': 31, 'trace_an': 4225863091688971352}
  • id: 4031539
    {'hecke_orbit_code': 436207626, 'n': 32, 'trace_an': 1152921504606846976}
  • id: 4031540
    {'hecke_orbit_code': 436207626, 'n': 33, 'trace_an': -1830652244352689472}
  • id: 4031541
    {'hecke_orbit_code': 436207626, 'n': 34, 'trace_an': -4660657965842030592}
  • id: 4031542
    {'hecke_orbit_code': 436207626, 'n': 35, 'trace_an': -4297093137695312500}
  • id: 4031543
    {'hecke_orbit_code': 436207626, 'n': 36, 'trace_an': -13770133687398039552}
  • id: 4031544
    {'hecke_orbit_code': 436207626, 'n': 37, 'trace_an': 24167876952768085478}
  • id: 4031545
    {'hecke_orbit_code': 436207626, 'n': 38, 'trace_an': 12246406704036331520}
  • id: 4031546
    {'hecke_orbit_code': 436207626, 'n': 39, 'trace_an': 690903116011663776}
  • id: 4031547
    {'hecke_orbit_code': 436207626, 'n': 40, 'trace_an': 16777216000000000000}
  • id: 4031548
    {'hecke_orbit_code': 436207626, 'n': 41, 'trace_an': -161564320765298755398}
  • id: 4031549
    {'hecke_orbit_code': 436207626, 'n': 42, 'trace_an': -11741396654821736448}
  • id: 4031550
    {'hecke_orbit_code': 436207626, 'n': 43, 'trace_an': -311612277716178716056}
  • id: 4031551
    {'hecke_orbit_code': 436207626, 'n': 44, 'trace_an': -188582179759737274368}
  • id: 4031552
    {'hecke_orbit_code': 436207626, 'n': 45, 'trace_an': -200381818102294921875}
  • id: 4031553
    {'hecke_orbit_code': 436207626, 'n': 46, 'trace_an': -500963145090329788416}
  • id: 4031554
    {'hecke_orbit_code': 436207626, 'n': 47, 'trace_an': -1225857298929021186732}
  • id: 4031555
    {'hecke_orbit_code': 436207626, 'n': 48, 'trace_an': 45842140607004278784}
  • id: 4031556
    {'hecke_orbit_code': 436207626, 'n': 49, 'trace_an': -1031277167947236946743}
  • id: 4031557
    {'hecke_orbit_code': 436207626, 'n': 50, 'trace_an': 244140625000000000000}
  • id: 4031558
    {'hecke_orbit_code': 436207626, 'n': 51, 'trace_an': -185315771227757927328}
  • id: 4031559
    {'hecke_orbit_code': 436207626, 'n': 52, 'trace_an': 71172455621873106944}
  • id: 4031560
    {'hecke_orbit_code': 436207626, 'n': 53, 'trace_an': -478915479647327335386}
  • id: 4031561
    {'hecke_orbit_code': 436207626, 'n': 54, 'trace_an': -1112742741141999452160}
  • id: 4031562
    {'hecke_orbit_code': 436207626, 'n': 55, 'trace_an': -2744231893444335937500}
  • id: 4031563
    {'hecke_orbit_code': 436207626, 'n': 56, 'trace_an': -1209524190856307802112}
  • id: 4031564
    {'hecke_orbit_code': 436207626, 'n': 57, 'trace_an': 486938179064007103680}
  • id: 4031565
    {'hecke_orbit_code': 436207626, 'n': 58, 'trace_an': -8685467974382419845120}
  • id: 4031566
    {'hecke_orbit_code': 436207626, 'n': 59, 'trace_an': 12143384628398397940860}
  • id: 4031567
    {'hecke_orbit_code': 436207626, 'n': 60, 'trace_an': 667090944000000000000}
  • id: 4031568
    {'hecke_orbit_code': 436207626, 'n': 61, 'trace_an': -20332807034763696982498}
  • id: 4031569
    {'hecke_orbit_code': 436207626, 'n': 62, 'trace_an': 17309135223558026657792}
  • id: 4031570
    {'hecke_orbit_code': 436207626, 'n': 63, 'trace_an': 14446178460269815728924}
  • id: 4031571
    {'hecke_orbit_code': 436207626, 'n': 64, 'trace_an': 4722366482869645213696}
  • id: 4031572
    {'hecke_orbit_code': 436207626, 'n': 65, 'trace_an': 1035695540804199218750}
  • id: 4031573
    {'hecke_orbit_code': 436207626, 'n': 66, 'trace_an': -7498351592868616077312}
  • id: 4031574
    {'hecke_orbit_code': 436207626, 'n': 67, 'trace_an': 61565252897133353945048}
  • id: 4031575
    {'hecke_orbit_code': 436207626, 'n': 68, 'trace_an': -19090055028088957304832}
  • id: 4031576
    {'hecke_orbit_code': 436207626, 'n': 69, 'trace_an': -19919155679197136391744}
  • id: 4031577
    {'hecke_orbit_code': 436207626, 'n': 70, 'trace_an': -17600893492000000000000}
  • id: 4031578
    {'hecke_orbit_code': 436207626, 'n': 71, 'trace_an': 134076626495447231398752}
  • id: 4031579
    {'hecke_orbit_code': 436207626, 'n': 72, 'trace_an': -56402467583582370004992}
  • id: 4031580
    {'hecke_orbit_code': 436207626, 'n': 73, 'trace_an': 223778636419120274303354}
  • id: 4031581
    {'hecke_orbit_code': 436207626, 'n': 74, 'trace_an': 98991623998538078117888}
  • id: 4031582
    {'hecke_orbit_code': 436207626, 'n': 75, 'trace_an': 9707450866699218750000}
  • id: 4031583
    {'hecke_orbit_code': 436207626, 'n': 76, 'trace_an': 50161281859732813905920}
  • id: 4031584
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    {'hecke_orbit_code': 436207626, 'n': 863, 'trace_an': 3303248400336699102428095504613495484}
  • id: 4031747
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  • id: 4031748
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  • id: 4031749
    {'hecke_orbit_code': 436207626, 'n': 883, 'trace_an': 7675377419746824523535281354950753824}
  • id: 4031750
    {'hecke_orbit_code': 436207626, 'n': 887, 'trace_an': -11908757634732580943454457956268463172}
  • id: 4031751
    {'hecke_orbit_code': 436207626, 'n': 907, 'trace_an': 6987687435609189329504421095605831808}
  • id: 4031752
    {'hecke_orbit_code': 436207626, 'n': 911, 'trace_an': -8237189107234403571972681565341213048}
  • id: 4031753
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  • id: 4031754
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  • id: 4031755
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  • id: 4031756
    {'hecke_orbit_code': 436207626, 'n': 941, 'trace_an': 24058029735232134921933335455178466702}
  • id: 4031757
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  • id: 4031758
    {'hecke_orbit_code': 436207626, 'n': 953, 'trace_an': 7961094247900797709058641742493433914}
  • id: 4031759
    {'hecke_orbit_code': 436207626, 'n': 961, 'trace_an': -1374873620232286838016294410891162847}
  • id: 4031760
    {'hecke_orbit_code': 436207626, 'n': 967, 'trace_an': 4838564867166081353368252465143765548}
  • id: 4031761
    {'hecke_orbit_code': 436207626, 'n': 971, 'trace_an': 12405984284122657372169608576015270452}
  • id: 4031762
    {'hecke_orbit_code': 436207626, 'n': 977, 'trace_an': 5524835776155774580825436637875647938}
  • id: 4031763
    {'hecke_orbit_code': 436207626, 'n': 983, 'trace_an': -36232698462258572461444439160991656876}
  • id: 4031764
    {'hecke_orbit_code': 436207626, 'n': 991, 'trace_an': -15599935358071269457658459599861259848}
  • id: 4031765
    {'hecke_orbit_code': 436207626, 'n': 997, 'trace_an': -58940438397700343608166395391700924682}