Newform data - 50.26.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': 33800, 'analytic_conductor': 197.99838997612162, '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': [50, 1, [27], [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': 436207666, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '50.26.a.a', 'level': 50, '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': False, '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': '50.26.a', 'trace_display': [-4096, -162864, 0, 17600893492], 'trace_hash': 495396987413541991, '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, 0, 667090944, 17600893492, -68719476736, -820763926947, 0, -11240373835548, -2732404506624, -4242208935134, -72093259743232, 0, 281474976710656, 1137855948691902, 3361849044774912, 2989845386727620, 0, -2866551917681088, 46040571230404608, 122305455344318796, 11191928859131904, 0, 17376087798308864, 271665708286620960, 295293991908278272, -2120475579683207970, 0, 4225863091688971352, -1152921504606846976, 1830652244352689472, -4660657965842030592, 0, -13770133687398039552, -24167876952768085478, -12246406704036331520, 690903116011663776, 0, -161564320765298755398, 11741396654821736448, 311612277716178716056, -188582179759737274368, 0, -500963145090329788416, 1225857298929021186732, -45842140607004278784, -1031277167947236946743, 0, -185315771227757927328, -71172455621873106944, 478915479647327335386, -1112742741141999452160, 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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[26985263418758560354464131977910586709872012], [-9020932937923427551282137280265406664511460], [18295076217084140149512480062804457709882486], [-22735384575887745046981263067816955575510158], [9456815975948164853296384266539731462054416], [47648540171732697676020115585146354607996170], [28730498381119897435097656859893582003291652], [-38500716863348192193208417788338203705014600]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 436207666, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '50.26.a.a', 'level': 50, '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': [9, 11, 10, 10], 'Nk2': 33800, 'analytic_conductor': 197.99838997612162, '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': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 181, 'dim': 40, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 436207666, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 4, 5, 5, 6, 6], 'label': '50.26.a', 'level': 50, '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': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 193, 'mf_new_dim': 40, 'num_forms': 12, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 195, 'trace_bound': 3, 'trace_display': [0, -650200, 0, 70437967600], 'traces': [40, 0, -650200, 671088640, 0, 1224335360, 70437967600, 0, 10458624046970, 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: 43455
    {'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': False, 'source_label': '50.26.a.a', 'source_level': 50, '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': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 43456
    {'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': False, 'source_label': '50.26.a.a', 'source_level': 50, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 43457
    {'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': False, 'source_label': '50.26.a.a', 'source_level': 50, '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: 174175
    {'charpoly_factorization': [[[4096, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 2}
  • id: 174176
    {'charpoly_factorization': [[[162864, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 3}
  • id: 174177
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 5}
  • id: 174178
    {'charpoly_factorization': [[[-17600893492, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 7}
  • id: 174179
    {'charpoly_factorization': [[[11240373835548, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 11}
  • id: 174180
    {'charpoly_factorization': [[[4242208935134, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 13}
  • id: 174181
    {'charpoly_factorization': [[[-1137855948691902, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 17}
  • id: 174182
    {'charpoly_factorization': [[[-2989845386727620, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 19}
  • id: 174183
    {'charpoly_factorization': [[[-122305455344318796, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 23}
  • id: 174184
    {'charpoly_factorization': [[[2120475579683207970, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 29}
  • id: 174185
    {'charpoly_factorization': [[[-4225863091688971352, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 31}
  • id: 174186
    {'charpoly_factorization': [[[24167876952768085478, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 37}
  • id: 174187
    {'charpoly_factorization': [[[161564320765298755398, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 41}
  • id: 174188
    {'charpoly_factorization': [[[-311612277716178716056, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 43}
  • id: 174189
    {'charpoly_factorization': [[[-1225857298929021186732, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 47}
  • id: 174190
    {'charpoly_factorization': [[[-478915479647327335386, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 53}
  • id: 174191
    {'charpoly_factorization': [[[-12143384628398397940860, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 59}
  • id: 174192
    {'charpoly_factorization': [[[20332807034763696982498, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 61}
  • id: 174193
    {'charpoly_factorization': [[[61565252897133353945048, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 67}
  • id: 174194
    {'charpoly_factorization': [[[-134076626495447231398752, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 71}
  • id: 174195
    {'charpoly_factorization': [[[223778636419120274303354, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 73}
  • id: 174196
    {'charpoly_factorization': [[[-382349749262069041023680, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 79}
  • id: 174197
    {'charpoly_factorization': [[[-771818291826903407201376, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 83}
  • id: 174198
    {'charpoly_factorization': [[[840580682623068403216710, 1], 1]], 'hecke_orbit_code': 436207666, 'p': 89}
  • id: 174199
    {'charpoly_factorization': [[[-6191641197715665158562382, 1], 1]], 'hecke_orbit_code': 436207666, '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': '50.26.a.a', 'level': 50, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 4041799
    {'hecke_orbit_code': 436207666, 'n': 51, 'trace_an': -185315771227757927328}
  • id: 4041829
    {'hecke_orbit_code': 436207666, 'n': 1, 'trace_an': 1}
  • id: 4041830
    {'hecke_orbit_code': 436207666, 'n': 2, 'trace_an': -4096}
  • id: 4041831
    {'hecke_orbit_code': 436207666, 'n': 3, 'trace_an': -162864}
  • id: 4041832
    {'hecke_orbit_code': 436207666, 'n': 4, 'trace_an': 16777216}
  • id: 4041833
    {'hecke_orbit_code': 436207666, 'n': 5, 'trace_an': 0}
  • id: 4041834
    {'hecke_orbit_code': 436207666, 'n': 6, 'trace_an': 667090944}
  • id: 4041835
    {'hecke_orbit_code': 436207666, 'n': 7, 'trace_an': 17600893492}
  • id: 4041836
    {'hecke_orbit_code': 436207666, 'n': 8, 'trace_an': -68719476736}
  • id: 4041837
    {'hecke_orbit_code': 436207666, 'n': 9, 'trace_an': -820763926947}
  • id: 4041838
    {'hecke_orbit_code': 436207666, 'n': 10, 'trace_an': 0}
  • id: 4041839
    {'hecke_orbit_code': 436207666, 'n': 11, 'trace_an': -11240373835548}
  • id: 4041840
    {'hecke_orbit_code': 436207666, 'n': 12, 'trace_an': -2732404506624}
  • id: 4041841
    {'hecke_orbit_code': 436207666, 'n': 13, 'trace_an': -4242208935134}
  • id: 4041842
    {'hecke_orbit_code': 436207666, 'n': 14, 'trace_an': -72093259743232}
  • id: 4041843
    {'hecke_orbit_code': 436207666, 'n': 15, 'trace_an': 0}
  • id: 4041844
    {'hecke_orbit_code': 436207666, 'n': 16, 'trace_an': 281474976710656}
  • id: 4041845
    {'hecke_orbit_code': 436207666, 'n': 17, 'trace_an': 1137855948691902}
  • id: 4041846
    {'hecke_orbit_code': 436207666, 'n': 18, 'trace_an': 3361849044774912}
  • id: 4041847
    {'hecke_orbit_code': 436207666, 'n': 19, 'trace_an': 2989845386727620}
  • id: 4041848
    {'hecke_orbit_code': 436207666, 'n': 20, 'trace_an': 0}
  • id: 4041849
    {'hecke_orbit_code': 436207666, 'n': 21, 'trace_an': -2866551917681088}
  • id: 4041850
    {'hecke_orbit_code': 436207666, 'n': 22, 'trace_an': 46040571230404608}
  • id: 4041851
    {'hecke_orbit_code': 436207666, 'n': 23, 'trace_an': 122305455344318796}
  • id: 4041852
    {'hecke_orbit_code': 436207666, 'n': 24, 'trace_an': 11191928859131904}
  • id: 4041853
    {'hecke_orbit_code': 436207666, 'n': 25, 'trace_an': 0}
  • id: 4041854
    {'hecke_orbit_code': 436207666, 'n': 26, 'trace_an': 17376087798308864}
  • id: 4041855
    {'hecke_orbit_code': 436207666, 'n': 27, 'trace_an': 271665708286620960}
  • id: 4041856
    {'hecke_orbit_code': 436207666, 'n': 28, 'trace_an': 295293991908278272}
  • id: 4041857
    {'hecke_orbit_code': 436207666, 'n': 29, 'trace_an': -2120475579683207970}
  • id: 4041858
    {'hecke_orbit_code': 436207666, 'n': 30, 'trace_an': 0}
  • id: 4041859
    {'hecke_orbit_code': 436207666, 'n': 31, 'trace_an': 4225863091688971352}
  • id: 4041860
    {'hecke_orbit_code': 436207666, 'n': 32, 'trace_an': -1152921504606846976}
  • id: 4041861
    {'hecke_orbit_code': 436207666, 'n': 33, 'trace_an': 1830652244352689472}
  • id: 4041862
    {'hecke_orbit_code': 436207666, 'n': 34, 'trace_an': -4660657965842030592}
  • id: 4041863
    {'hecke_orbit_code': 436207666, 'n': 35, 'trace_an': 0}
  • id: 4041864
    {'hecke_orbit_code': 436207666, 'n': 36, 'trace_an': -13770133687398039552}
  • id: 4041865
    {'hecke_orbit_code': 436207666, 'n': 37, 'trace_an': -24167876952768085478}
  • id: 4041866
    {'hecke_orbit_code': 436207666, 'n': 38, 'trace_an': -12246406704036331520}
  • id: 4041867
    {'hecke_orbit_code': 436207666, 'n': 39, 'trace_an': 690903116011663776}
  • id: 4041868
    {'hecke_orbit_code': 436207666, 'n': 40, 'trace_an': 0}
  • id: 4041869
    {'hecke_orbit_code': 436207666, 'n': 41, 'trace_an': -161564320765298755398}
  • id: 4041870
    {'hecke_orbit_code': 436207666, 'n': 42, 'trace_an': 11741396654821736448}
  • id: 4041871
    {'hecke_orbit_code': 436207666, 'n': 43, 'trace_an': 311612277716178716056}
  • id: 4041872
    {'hecke_orbit_code': 436207666, 'n': 44, 'trace_an': -188582179759737274368}
  • id: 4041873
    {'hecke_orbit_code': 436207666, 'n': 45, 'trace_an': 0}
  • id: 4041874
    {'hecke_orbit_code': 436207666, 'n': 46, 'trace_an': -500963145090329788416}
  • id: 4041875
    {'hecke_orbit_code': 436207666, 'n': 47, 'trace_an': 1225857298929021186732}
  • id: 4041876
    {'hecke_orbit_code': 436207666, 'n': 48, 'trace_an': -45842140607004278784}
  • id: 4041877
    {'hecke_orbit_code': 436207666, 'n': 49, 'trace_an': -1031277167947236946743}
  • id: 4041878
    {'hecke_orbit_code': 436207666, 'n': 50, 'trace_an': 0}
  • id: 4041879
    {'hecke_orbit_code': 436207666, 'n': 52, 'trace_an': -71172455621873106944}
  • id: 4041880
    {'hecke_orbit_code': 436207666, 'n': 53, 'trace_an': 478915479647327335386}
  • id: 4041881
    {'hecke_orbit_code': 436207666, 'n': 54, 'trace_an': -1112742741141999452160}
  • id: 4041882
    {'hecke_orbit_code': 436207666, 'n': 55, 'trace_an': 0}
  • id: 4041883
    {'hecke_orbit_code': 436207666, 'n': 56, 'trace_an': -1209524190856307802112}
  • id: 4041884
    {'hecke_orbit_code': 436207666, 'n': 57, 'trace_an': -486938179064007103680}
  • id: 4041885
    {'hecke_orbit_code': 436207666, 'n': 58, 'trace_an': 8685467974382419845120}
  • id: 4041886
    {'hecke_orbit_code': 436207666, 'n': 59, 'trace_an': 12143384628398397940860}
  • id: 4041887
    {'hecke_orbit_code': 436207666, 'n': 60, 'trace_an': 0}
  • id: 4041888
    {'hecke_orbit_code': 436207666, 'n': 61, 'trace_an': -20332807034763696982498}
  • id: 4041889
    {'hecke_orbit_code': 436207666, 'n': 62, 'trace_an': -17309135223558026657792}
  • id: 4041890
    {'hecke_orbit_code': 436207666, 'n': 63, 'trace_an': -14446178460269815728924}
  • id: 4041891
    {'hecke_orbit_code': 436207666, 'n': 64, 'trace_an': 4722366482869645213696}
  • id: 4041892
    {'hecke_orbit_code': 436207666, 'n': 65, 'trace_an': 0}
  • id: 4041893
    {'hecke_orbit_code': 436207666, 'n': 66, 'trace_an': -7498351592868616077312}
  • id: 4041894
    {'hecke_orbit_code': 436207666, 'n': 67, 'trace_an': -61565252897133353945048}
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  • id: 4042067
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  • id: 4042068
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  • id: 4042069
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  • id: 4042070
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  • id: 4042071
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  • id: 4042072
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  • id: 4042073
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  • id: 4042074
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  • id: 4042075
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  • id: 4042076
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  • id: 4042077
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  • id: 4042078
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  • id: 4042079
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  • id: 4042080
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  • id: 4042081
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  • id: 4042082
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  • id: 4042083
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  • id: 4042084
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  • id: 4042085
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  • id: 4042086
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