Embedded newform data - 13.10.a.a.1.4

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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': 1300, 'analytic_conductor': 6.69546587013035, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[13, 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': [13, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 4436127580993, 'field_disc_factorization': [[659, 1], [6731604827, 1]], 'field_poly': [342272, 1544, -1602, -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, [232000, -24936, -1194, 33, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772173, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 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': '13.10.a.a', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.10.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-8-\\beta _{1})q^{2}+(-41+2\\beta _{1}-\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '13.10.a', 'trace_display': [-33, -163, 471, -11241], 'trace_hash': 1108765400208099845, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.818', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '41.331', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '689.269', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -33, -163, 1429, 471, -4529, -11241, -45543, -29953, -67831, -40140, -155479, -114244, -277653, 83307, 726609, 78717, 1691026, 209664, 870843, 1138431, 1364090, -4257444, 3561573, -2900157, 942513, -2077801, 4035181, -1647936, -744143, -11366002, -29458959, -14413222, 26257659, -13789797, -11587714, 4636891, 25172466, 4655443, 22536791, 13859538, 75564923, -33368081, 66489222, -17423928, 71369332, -3943005, -620787, 23294923, -4217748, -19664471, -40813669, -171019326, -64946915, -121160538, -281552967, -47829030, 79964734, -63389388, 37708135, 77050190, -95878740, -155695476, 768962465, -13452231, -42396374, -41174072, -717615423, 546642556, 409056389, 252460989, 562579254, 594415068, -957058539, 533318748, -326897170, 561950454, 129352769, 115998984, -509107233, 437803700, -875148240, -79577862, 108899441, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.36517530070599735, -0.19152522424329368, -0.19540899928994473, -0.3411191854929075, -0.318237458647506, -0.19556628728285688, -0.21149046674792923, -0.3262034483079154, -0.3632764246009859, -0.18473527801126174, -0.16066205216812857, -0.2473227457136142, -0.2908196178244307, -0.3768195128606746, -0.15815562078709108, -0.28046999577231735, -0.31944870365937067, -0.35441015641291684, -0.18281877260328672, -0.33921010105704485], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 0.0, 'embedding_root_real': -36.80283027124862, 'hecke_orbit': 1, 'hecke_orbit_code': 167772173, 'label': '13.10.a.a.1.4', 'level': 13, 'weight': 10}
• 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': [4, 5], 'Nk2': 1300, 'analytic_conductor': 6.69546587013035, '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': [13, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 9, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772173, 'hecke_orbit_dims': [4, 5], 'label': '13.10.a', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 11, 'mf_new_dim': 9, 'num_forms': 2, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 11, 'trace_bound': 1, 'trace_display': [-18, -2, 2274, -1142], 'traces': [9, -18, -2, 1790, 2274, 1164, -1142, -22392, 31107, 16674, 81606, -42090, 28561, -269178, 189280, 404146, -416952, 1034798, -631074, -724764, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 439774
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 167772173, 'source_is_minimal': True, 'source_label': '13.10.a.a.1.4', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 167772173, 'target_is_minimal': True, 'target_label': '13.10.a.a.1.4', 'target_level': 13, 'twist_class_label': '13.10.a.a.1.4', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 439775
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 167772173, 'source_is_minimal': True, 'source_label': '13.10.a.a.1.4', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199422513269, 'target_is_minimal': False, 'target_label': '117.10.a.c.1.1', 'target_level': 117, 'twist_class_label': '13.10.a.a.1.4', 'twist_class_level': 13, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 439776
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 167772173, 'source_is_minimal': True, 'source_label': '13.10.a.a.1.4', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27021597931995344, 'target_is_minimal': False, 'target_label': '208.10.a.g.1.4', 'target_level': 208, 'twist_class_label': '13.10.a.a.1.4', 'twist_class_level': 13, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 439777
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 167772173, 'source_is_minimal': True, 'source_label': '13.10.a.a.1.4', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772485, 'target_is_minimal': False, 'target_label': '325.10.a.a.1.1', 'target_level': 325, 'twist_class_label': '13.10.a.a.1.4', 'twist_class_level': 13, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 439778
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 167772173, 'source_is_minimal': True, 'source_label': '13.10.a.a.1.4', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772329, 'target_is_minimal': False, 'target_label': '169.10.a.a.1.1', 'target_level': 169, 'twist_class_label': '13.10.a.a.1.4', 'twist_class_level': 13, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 55750
    {'charpoly_factorization': [[[232000, -24936, -1194, 33, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 2}
  • id: 55751
    {'charpoly_factorization': [[[22248576, -422211, -11105, 163, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 3}
  • id: 55752
    {'charpoly_factorization': [[[87830562190, -219060669, -2345251, -471, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 5}
  • id: 55753
    {'charpoly_factorization': [[[374218195104754, -403152516081, -29174635, 11241, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 7}
  • id: 55754
    {'charpoly_factorization': [[[2749396984810271536, -23004338430384, -4224578576, 40140, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 11}
  • id: 55755
    {'charpoly_factorization': [[[28561, 1], 4]], 'hecke_orbit_code': 167772173, 'p': 13}
  • id: 55756
    {'charpoly_factorization': [[[2504426796182216860318, 62214393768769401, -294807964635, -78717, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 17}
  • id: 55757
    {'charpoly_factorization': [[[5073678564735258302608, 24264600616548864, -178179435304, -209664, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 19}
  • id: 55758
    {'charpoly_factorization': [[[-17784259512566602681473536, -17717829119888996928, 161598714256, 4257444, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 23}
  • id: 55759
    {'charpoly_factorization': [[[3739481850386914675694032, -8121272877746119872, -20712677162648, 1647936, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 29}
  • id: 55760
    {'charpoly_factorization': [[[-589618052170670963566636160, -212895602023189419808, 12872013899960, 11366002, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 31}
  • id: 55761
    {'charpoly_factorization': [[[6199889947975601494558684462, 316034969567887558927, -158790079378363, -4636891, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 37}
  • id: 55762
    {'charpoly_factorization': [[[155902205778495349633073152, 178917635030929229568, -62623227337488, -13859538, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 41}
  • id: 55763
    {'charpoly_factorization': [[[26969419396454994718583570740, -7473740462562637072337, -525442991584885, 33368081, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 43}
  • id: 55764
    {'charpoly_factorization': [[[1050080959542420794622111907450, -5134039059856780852509, -2132771223484795, 3943005, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 47}
  • id: 55765
    {'charpoly_factorization': [[[-2720444652543428067358390648448, -10468519995181074917088, 7199479656345880, 171019326, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 53}
  • id: 55766
    {'charpoly_factorization': [[[-26145147623162258204550973298768, -1405131574378166235386928, -16047276967049328, 63389388, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 59}
  • id: 55767
    {'charpoly_factorization': [[[6027643178913039104039569334272, 44956512918029433747584, -7375110288253984, -77050190, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 61}
  • id: 55768
    {'charpoly_factorization': [[[192219519421665558045114975699664, -1455782941945705450771424, -41623653127096888, 41174072, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 67}
  • id: 55769
    {'charpoly_factorization': [[[45423640440130712431959947477554, 2885665392060765217839549, -38990637051529715, -252460989, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 71}
  • id: 55770
    {'charpoly_factorization': [[[-470512597239425211233018391187472, 12829435284729004114897776, 52310038600277504, -594415068, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 73}
  • id: 55771
    {'charpoly_factorization': [[[2599687490921045698469912978846464, 8121062078181238589716608, -108141359146702144, -115998984, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 79}
  • id: 55772
    {'charpoly_factorization': [[[-1299618010045374505294260629209088, -35975880198807141194714112, -232755004872216288, 79577862, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 83}
  • id: 55773
    {'charpoly_factorization': [[[-348165158358737880187171327114038800, -1183881845956597549191071952, -654527827686731200, 1152240276, 1], 1]], 'hecke_orbit_code': 167772173, 'p': 89}
  • id: 55774
    {'charpoly_factorization': [[[21998992870778570057771256604870960, 55723796307371289318964624, -666257686044070480, -1049098084, 1], 1]], 'hecke_orbit_code': 167772173, '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': '13.10.a.a', 'level': 13, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3668760
    {'hecke_orbit_code': 167772173, 'n': 1, 'trace_an': 4}
  • id: 3668761
    {'hecke_orbit_code': 167772173, 'n': 2, 'trace_an': -33}
  • id: 3668762
    {'hecke_orbit_code': 167772173, 'n': 3, 'trace_an': -163}
  • id: 3668763
    {'hecke_orbit_code': 167772173, 'n': 4, 'trace_an': 1429}
  • id: 3668764
    {'hecke_orbit_code': 167772173, 'n': 5, 'trace_an': 471}
  • id: 3668765
    {'hecke_orbit_code': 167772173, 'n': 6, 'trace_an': -4529}
  • id: 3668766
    {'hecke_orbit_code': 167772173, 'n': 7, 'trace_an': -11241}
  • id: 3668767
    {'hecke_orbit_code': 167772173, 'n': 8, 'trace_an': -45543}
  • id: 3668768
    {'hecke_orbit_code': 167772173, 'n': 9, 'trace_an': -29953}
  • id: 3668769
    {'hecke_orbit_code': 167772173, 'n': 10, 'trace_an': -67831}
  • id: 3668770
    {'hecke_orbit_code': 167772173, 'n': 11, 'trace_an': -40140}
  • id: 3668771
    {'hecke_orbit_code': 167772173, 'n': 12, 'trace_an': -155479}
  • id: 3668772
    {'hecke_orbit_code': 167772173, 'n': 13, 'trace_an': -114244}
  • id: 3668773
    {'hecke_orbit_code': 167772173, 'n': 14, 'trace_an': -277653}
  • id: 3668774
    {'hecke_orbit_code': 167772173, 'n': 15, 'trace_an': 83307}
  • id: 3668775
    {'hecke_orbit_code': 167772173, 'n': 16, 'trace_an': 726609}
  • id: 3668776
    {'hecke_orbit_code': 167772173, 'n': 17, 'trace_an': 78717}
  • id: 3668777
    {'hecke_orbit_code': 167772173, 'n': 18, 'trace_an': 1691026}
  • id: 3668778
    {'hecke_orbit_code': 167772173, 'n': 19, 'trace_an': 209664}
  • id: 3668779
    {'hecke_orbit_code': 167772173, 'n': 20, 'trace_an': 870843}
  • id: 3668780
    {'hecke_orbit_code': 167772173, 'n': 21, 'trace_an': 1138431}
  • id: 3668781
    {'hecke_orbit_code': 167772173, 'n': 22, 'trace_an': 1364090}
  • id: 3668782
    {'hecke_orbit_code': 167772173, 'n': 23, 'trace_an': -4257444}
  • id: 3668783
    {'hecke_orbit_code': 167772173, 'n': 24, 'trace_an': 3561573}
  • id: 3668784
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  • id: 3668785
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  • id: 3668786
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  • id: 3668787
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  • id: 3668788
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  • id: 3668789
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  • id: 3668790
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  • id: 3668791
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  • id: 3668792
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  • id: 3668793
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  • id: 3668794
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  • id: 3668795
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  • id: 3668796
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  • id: 3668797
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  • id: 3668798
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  • id: 3668799
    {'hecke_orbit_code': 167772173, 'n': 40, 'trace_an': 22536791}
  • id: 3668800
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  • id: 3668801
    {'hecke_orbit_code': 167772173, 'n': 42, 'trace_an': 75564923}
  • id: 3668802
    {'hecke_orbit_code': 167772173, 'n': 43, 'trace_an': -33368081}
  • id: 3668803
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  • id: 3668804
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  • id: 3668805
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  • id: 3668806
    {'hecke_orbit_code': 167772173, 'n': 47, 'trace_an': -3943005}
  • id: 3668807
    {'hecke_orbit_code': 167772173, 'n': 48, 'trace_an': -620787}
  • id: 3668808
    {'hecke_orbit_code': 167772173, 'n': 49, 'trace_an': 23294923}
  • id: 3668809
    {'hecke_orbit_code': 167772173, 'n': 50, 'trace_an': -4217748}
  • id: 3668810
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  • id: 3668811
    {'hecke_orbit_code': 167772173, 'n': 52, 'trace_an': -40813669}
  • id: 3668812
    {'hecke_orbit_code': 167772173, 'n': 53, 'trace_an': -171019326}
  • id: 3668813
    {'hecke_orbit_code': 167772173, 'n': 54, 'trace_an': -64946915}
  • id: 3668814
    {'hecke_orbit_code': 167772173, 'n': 55, 'trace_an': -121160538}
  • id: 3668815
    {'hecke_orbit_code': 167772173, 'n': 56, 'trace_an': -281552967}
  • id: 3668816
    {'hecke_orbit_code': 167772173, 'n': 57, 'trace_an': -47829030}
  • id: 3668817
    {'hecke_orbit_code': 167772173, 'n': 58, 'trace_an': 79964734}
  • id: 3668818
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  • id: 3668819
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  • id: 3668820
    {'hecke_orbit_code': 167772173, 'n': 61, 'trace_an': 77050190}
  • id: 3668821
    {'hecke_orbit_code': 167772173, 'n': 62, 'trace_an': -95878740}
  • id: 3668822
    {'hecke_orbit_code': 167772173, 'n': 63, 'trace_an': -155695476}
  • id: 3668823
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  • id: 3668824
    {'hecke_orbit_code': 167772173, 'n': 65, 'trace_an': -13452231}
  • id: 3668825
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  • id: 3668826
    {'hecke_orbit_code': 167772173, 'n': 67, 'trace_an': -41174072}
  • id: 3668827
    {'hecke_orbit_code': 167772173, 'n': 68, 'trace_an': -717615423}
  • id: 3668828
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  • id: 3668829
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  • id: 3668830
    {'hecke_orbit_code': 167772173, 'n': 71, 'trace_an': 252460989}
  • id: 3668831
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  • id: 3668832
    {'hecke_orbit_code': 167772173, 'n': 73, 'trace_an': 594415068}
  • id: 3668833
    {'hecke_orbit_code': 167772173, 'n': 74, 'trace_an': -957058539}
  • id: 3668834
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  • id: 3668835
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  • id: 3668836
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  • id: 3668837
    {'hecke_orbit_code': 167772173, 'n': 78, 'trace_an': 129352769}
  • id: 3668838
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  • id: 3668839
    {'hecke_orbit_code': 167772173, 'n': 80, 'trace_an': -509107233}
  • id: 3668840
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  • id: 3668841
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  • id: 3668842
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  • id: 3668843
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  • id: 3668844
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  • id: 3668845
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  • id: 3668846
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  • id: 3668847
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  • id: 3668848
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  • id: 3668849
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  • id: 3668850
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  • id: 3668851
    {'hecke_orbit_code': 167772173, 'n': 92, 'trace_an': -4213481460}
  • id: 3668852
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  • id: 3668853
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  • id: 3668854
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  • id: 3668855
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  • id: 3668856
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  • id: 3668857
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  • id: 3668858
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  • id: 3668859
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  • id: 3668860
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  • id: 3668861
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  • id: 3668862
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  • id: 3668863
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  • id: 3668864
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  • id: 3668865
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  • id: 3668866
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  • id: 3668867
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  • id: 3668868
    {'hecke_orbit_code': 167772173, 'n': 128, 'trace_an': -21584343567}
  • id: 3668869
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  • id: 3668870
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  • id: 3668871
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  • id: 3668872
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  • id: 3668873
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  • id: 3668874
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  • id: 3668875
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  • id: 3668876
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  • id: 3668877
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  • id: 3668878
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  • id: 3668879
    {'hecke_orbit_code': 167772173, 'n': 179, 'trace_an': -11647739949}
  • id: 3668880
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  • id: 3668881
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  • id: 3668882
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  • id: 3668883
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  • id: 3668884
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  • id: 3668885
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  • id: 3668886
    {'hecke_orbit_code': 167772173, 'n': 223, 'trace_an': -76101642499}
  • id: 3668887
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  • id: 3668888
    {'hecke_orbit_code': 167772173, 'n': 229, 'trace_an': -89738085251}
  • id: 3668889
    {'hecke_orbit_code': 167772173, 'n': 233, 'trace_an': -86808091623}
  • id: 3668890
    {'hecke_orbit_code': 167772173, 'n': 239, 'trace_an': -101344464093}
  • id: 3668891
    {'hecke_orbit_code': 167772173, 'n': 241, 'trace_an': -24192841152}
  • id: 3668892
    {'hecke_orbit_code': 167772173, 'n': 243, 'trace_an': 120966622784}
  • id: 3668893
    {'hecke_orbit_code': 167772173, 'n': 251, 'trace_an': -84424932468}
  • id: 3668894
    {'hecke_orbit_code': 167772173, 'n': 256, 'trace_an': 543038054273}
  • id: 3668895
    {'hecke_orbit_code': 167772173, 'n': 257, 'trace_an': -55802843067}
  • id: 3668896
    {'hecke_orbit_code': 167772173, 'n': 263, 'trace_an': -1567613544}
  • id: 3668897
    {'hecke_orbit_code': 167772173, 'n': 269, 'trace_an': -189241790766}
  • id: 3668898
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  • id: 3668899
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  • id: 3668900
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  • id: 3668901
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  • id: 3668902
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  • id: 3668903
    {'hecke_orbit_code': 167772173, 'n': 293, 'trace_an': -111927972273}
  • id: 3668904
    {'hecke_orbit_code': 167772173, 'n': 307, 'trace_an': -20519258300}
  • id: 3668905
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  • id: 3668906
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  • id: 3668907
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  • id: 3668908
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  • id: 3668909
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  • id: 3668910
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  • id: 3668911
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  • id: 3668912
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  • id: 3668913
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  • id: 3668914
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  • id: 3668915
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  • id: 3668916
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  • id: 3668917
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  • id: 3668918
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  • id: 3668919
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  • id: 3668920
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  • id: 3668921
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  • id: 3668922
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  • id: 3668923
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  • id: 3668924
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  • id: 3668925
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  • id: 3668926
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  • id: 3668927
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  • id: 3668928
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  • id: 3668929
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  • id: 3668930
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  • id: 3668931
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  • id: 3668932
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  • id: 3668933
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  • id: 3668934
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  • id: 3668935
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  • id: 3668936
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  • id: 3668937
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  • id: 3668938
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  • id: 3668939
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  • id: 3668940
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  • id: 3668941
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  • id: 3668942
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  • id: 3668943
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  • id: 3668944
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  • id: 3668945
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  • id: 3668946
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  • id: 3668947
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  • id: 3668948
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  • id: 3668949
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  • id: 3668950
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  • id: 3668951
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  • id: 3668960
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  • id: 3668961
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  • id: 3668962
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  • id: 3668964
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  • id: 3668965
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  • id: 3668966
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  • id: 3668967
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  • id: 3668969
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  • id: 3668970
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  • id: 3668971
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  • id: 3668972
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  • id: 3668973
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  • id: 3668974
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  • id: 3668975
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  • id: 3668976
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  • id: 3668977
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  • id: 3668978
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  • id: 3668979
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  • id: 3668980
    {'hecke_orbit_code': 167772173, 'n': 751, 'trace_an': 3046159159168}
  • id: 3668981
    {'hecke_orbit_code': 167772173, 'n': 757, 'trace_an': 13119469515594}
  • id: 3668982
    {'hecke_orbit_code': 167772173, 'n': 761, 'trace_an': 26025453280332}
  • id: 3668983
    {'hecke_orbit_code': 167772173, 'n': 769, 'trace_an': 90751515450}
  • id: 3668984
    {'hecke_orbit_code': 167772173, 'n': 773, 'trace_an': -4081408121685}
  • id: 3668985
    {'hecke_orbit_code': 167772173, 'n': 787, 'trace_an': -6398024114386}
  • id: 3668986
    {'hecke_orbit_code': 167772173, 'n': 797, 'trace_an': 9763281027396}
  • id: 3668987
    {'hecke_orbit_code': 167772173, 'n': 809, 'trace_an': 3028696445211}
  • id: 3668988
    {'hecke_orbit_code': 167772173, 'n': 811, 'trace_an': -10148316903442}
  • id: 3668989
    {'hecke_orbit_code': 167772173, 'n': 821, 'trace_an': 21326369683407}
  • id: 3668990
    {'hecke_orbit_code': 167772173, 'n': 823, 'trace_an': -20611854374698}
  • id: 3668991
    {'hecke_orbit_code': 167772173, 'n': 827, 'trace_an': -30923526647772}
  • id: 3668992
    {'hecke_orbit_code': 167772173, 'n': 829, 'trace_an': 23594996737236}
  • id: 3668993
    {'hecke_orbit_code': 167772173, 'n': 839, 'trace_an': -4189994948850}
  • id: 3668994
    {'hecke_orbit_code': 167772173, 'n': 841, 'trace_an': -13887536518084}
  • id: 3668995
    {'hecke_orbit_code': 167772173, 'n': 853, 'trace_an': 7007877241621}
  • id: 3668996
    {'hecke_orbit_code': 167772173, 'n': 857, 'trace_an': -33132640520268}
  • id: 3668997
    {'hecke_orbit_code': 167772173, 'n': 859, 'trace_an': -30388669219956}
  • id: 3668998
    {'hecke_orbit_code': 167772173, 'n': 863, 'trace_an': 15200212841679}
  • id: 3668999
    {'hecke_orbit_code': 167772173, 'n': 877, 'trace_an': -31104412743691}
  • id: 3669000
    {'hecke_orbit_code': 167772173, 'n': 881, 'trace_an': 30259112968353}
  • id: 3669001
    {'hecke_orbit_code': 167772173, 'n': 883, 'trace_an': -41391686444547}
  • id: 3669002
    {'hecke_orbit_code': 167772173, 'n': 887, 'trace_an': -40233496788156}
  • id: 3669003
    {'hecke_orbit_code': 167772173, 'n': 907, 'trace_an': 4935011930491}
  • id: 3669004
    {'hecke_orbit_code': 167772173, 'n': 911, 'trace_an': -14939291854338}
  • id: 3669005
    {'hecke_orbit_code': 167772173, 'n': 919, 'trace_an': 11960433552460}
  • id: 3669006
    {'hecke_orbit_code': 167772173, 'n': 929, 'trace_an': 29572851192414}
  • id: 3669007
    {'hecke_orbit_code': 167772173, 'n': 937, 'trace_an': 60439707037580}
  • id: 3669008
    {'hecke_orbit_code': 167772173, 'n': 941, 'trace_an': 33256945629261}
  • id: 3669009
    {'hecke_orbit_code': 167772173, 'n': 947, 'trace_an': 8810776813788}
  • id: 3669010
    {'hecke_orbit_code': 167772173, 'n': 953, 'trace_an': 15849221375679}
  • id: 3669011
    {'hecke_orbit_code': 167772173, 'n': 961, 'trace_an': -2316514978600}
  • id: 3669012
    {'hecke_orbit_code': 167772173, 'n': 967, 'trace_an': 10298494715041}
  • id: 3669013
    {'hecke_orbit_code': 167772173, 'n': 971, 'trace_an': -98787305993439}
  • id: 3669014
    {'hecke_orbit_code': 167772173, 'n': 977, 'trace_an': -20184280553496}
  • id: 3669015
    {'hecke_orbit_code': 167772173, 'n': 983, 'trace_an': -148287413457273}
  • id: 3669016
    {'hecke_orbit_code': 167772173, 'n': 991, 'trace_an': -30833756463842}
  • id: 3669017
    {'hecke_orbit_code': 167772173, 'n': 997, 'trace_an': -38104841566704}