Embedded newform data - 7.24.c.a.2.5

Formats: - HTML - YAML - JSON - 2026-01-23T11:44:00.961151

• 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': 4032, 'analytic_conductor': 23.464282614157266, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137841606663, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '7.24.c.a', 'level': 7, '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': [7], 'level_radical': 7, 'minimal_twist': '7.24.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '23.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.24.c', 'trace_display': [966, -177148, -74771022, 654254272], 'traces': [28, 966, -177148, -55357148, -74771022, 3009216508, 654254272, 50444801232, -336909608980, -334296297894, 1355476566108, -4984668058916, -854080437112, -43134424917234, 77341621307888, -160538324156336, -130193896130514, 110632655983108, -214771980430396, -96438878562936, -3455509877919050, 15069544565754252, 6685548913560552, -31330599354826008, -9156874000789424, -48260478025970868, 16955244397080056, 45364719181029388, -230797950910889208, 4149727265170942, 94821366637509632, -989053585410677472, 471925265098792298, 409331438407832700, 991848218293906764, 323097285821290960, 228196281955951106, 846979764807573006, -4289472930557071768, -10645750240235319192, 25326139004865203064, -8224906244908771096, -854479038224841232, 11572396920387558444, 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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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-0.36861327511843384, -0.224155142800905, -0.24025343649084763, -0.48338045108563976, -0.06857978131060231, -0.14171249806599462, -0.04246993992300605, -0.07581792583477696], 'char_orbit_index': 3, 'conrey_index': 2, 'dual_conrey_index': 4, 'dual_embedding_index': 5, 'dual_embedding_m': 19, 'embedding_index': 5, 'embedding_m': 5, 'hecke_orbit': 1, 'hecke_orbit_code': 137841606663, 'label': '7.24.c.a.2.5', 'level': 7, 'weight': 24}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 4032, 'analytic_conductor': 23.464282614157266, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'conrey_index': 2, 'cusp_dim': 28, 'dim': 28, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 137841606663, 'hecke_orbit_dims': [28], 'label': '7.24.c', 'level': 7, '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': [7], 'level_radical': 7, 'mf_dim': 32, 'mf_new_dim': 32, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 14, 'sturm_bound': 16, 'trace_bound': 0, 'trace_display': [966, -177148, -74771022, 654254272], 'traces': [28, 966, -177148, -55357148, -74771022, 3009216508, 654254272, 50444801232, -336909608980, -334296297894, 1355476566108, -4984668058916, -854080437112, -43134424917234, 77341621307888, 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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: 1695669
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 28, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137841606663, 'source_is_minimal': True, 'source_label': '7.24.c.a.2.5', 'source_level': 7, 'target_conrey_index': 2, 'target_dim': 28, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137841606663, 'target_is_minimal': True, 'target_label': '7.24.c.a.2.5', 'target_level': 7, 'twist_class_label': '7.24.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 24}
  • id: 1695670
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 28, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137841606663, 'source_is_minimal': True, 'source_label': '7.24.c.a.2.5', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 10, 'target_hecke_orbit_code': 27021598166876209, 'target_is_minimal': False, 'target_label': '49.24.a.g.1.10', 'target_level': 49, 'twist_class_label': '7.24.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 24}
  • id: 1695671
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 28, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137841606663, 'source_is_minimal': True, 'source_label': '7.24.c.a.2.5', 'source_level': 7, 'target_conrey_index': 4, 'target_dim': 28, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137841606663, 'target_is_minimal': True, 'target_label': '7.24.c.a.4.5', 'target_level': 7, 'twist_class_label': '7.24.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 24}
  • id: 1695672
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 28, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137841606663, 'source_is_minimal': True, 'source_label': '7.24.c.a.2.5', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 10, 'target_hecke_orbit_code': 22517998539505713, 'target_is_minimal': False, 'target_label': '49.24.a.f.1.10', 'target_level': 49, 'twist_class_label': '7.24.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 24}
• hecke_orbit_code 137841606663 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '7.24.c.a', 'level': 7, 'portrait': 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', 'weight': 24}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6310969
    {'hecke_orbit_code': 137841606663, 'n': 1, 'trace_an': 28}
  • id: 6310970
    {'hecke_orbit_code': 137841606663, 'n': 2, 'trace_an': 966}
  • id: 6310971
    {'hecke_orbit_code': 137841606663, 'n': 3, 'trace_an': -177148}
  • id: 6310972
    {'hecke_orbit_code': 137841606663, 'n': 4, 'trace_an': -55357148}
  • id: 6310973
    {'hecke_orbit_code': 137841606663, 'n': 5, 'trace_an': -74771022}
  • id: 6310974
    {'hecke_orbit_code': 137841606663, 'n': 6, 'trace_an': 3009216508}
  • id: 6310975
    {'hecke_orbit_code': 137841606663, 'n': 7, 'trace_an': 654254272}
  • id: 6310976
    {'hecke_orbit_code': 137841606663, 'n': 8, 'trace_an': 50444801232}
  • id: 6310977
    {'hecke_orbit_code': 137841606663, 'n': 9, 'trace_an': -336909608980}
  • id: 6310978
    {'hecke_orbit_code': 137841606663, 'n': 10, 'trace_an': -334296297894}
  • id: 6310979
    {'hecke_orbit_code': 137841606663, 'n': 11, 'trace_an': 1355476566108}
  • id: 6310980
    {'hecke_orbit_code': 137841606663, 'n': 12, 'trace_an': -4984668058916}
  • id: 6310981
    {'hecke_orbit_code': 137841606663, 'n': 13, 'trace_an': -854080437112}
  • id: 6310982
    {'hecke_orbit_code': 137841606663, 'n': 14, 'trace_an': -43134424917234}
  • id: 6310983
    {'hecke_orbit_code': 137841606663, 'n': 15, 'trace_an': 77341621307888}
  • id: 6310984
    {'hecke_orbit_code': 137841606663, 'n': 16, 'trace_an': -160538324156336}
  • id: 6310985
    {'hecke_orbit_code': 137841606663, 'n': 17, 'trace_an': -130193896130514}
  • id: 6310986
    {'hecke_orbit_code': 137841606663, 'n': 18, 'trace_an': 110632655983108}
  • id: 6310987
    {'hecke_orbit_code': 137841606663, 'n': 19, 'trace_an': -214771980430396}
  • id: 6310988
    {'hecke_orbit_code': 137841606663, 'n': 20, 'trace_an': -96438878562936}
  • id: 6310989
    {'hecke_orbit_code': 137841606663, 'n': 21, 'trace_an': -3455509877919050}
  • id: 6310990
    {'hecke_orbit_code': 137841606663, 'n': 22, 'trace_an': 15069544565754252}
  • id: 6310991
    {'hecke_orbit_code': 137841606663, 'n': 23, 'trace_an': 6685548913560552}
  • id: 6310992
    {'hecke_orbit_code': 137841606663, 'n': 24, 'trace_an': -31330599354826008}
  • id: 6310993
    {'hecke_orbit_code': 137841606663, 'n': 25, 'trace_an': -9156874000789424}
  • id: 6310994
    {'hecke_orbit_code': 137841606663, 'n': 26, 'trace_an': -48260478025970868}
  • id: 6310995
    {'hecke_orbit_code': 137841606663, 'n': 27, 'trace_an': 16955244397080056}
  • id: 6310996
    {'hecke_orbit_code': 137841606663, 'n': 28, 'trace_an': 45364719181029388}
  • id: 6310997
    {'hecke_orbit_code': 137841606663, 'n': 29, 'trace_an': -230797950910889208}
  • id: 6310998
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  • id: 6310999
    {'hecke_orbit_code': 137841606663, 'n': 31, 'trace_an': 94821366637509632}
  • id: 6311000
    {'hecke_orbit_code': 137841606663, 'n': 32, 'trace_an': -989053585410677472}
  • id: 6311001
    {'hecke_orbit_code': 137841606663, 'n': 33, 'trace_an': 471925265098792298}
  • id: 6311002
    {'hecke_orbit_code': 137841606663, 'n': 34, 'trace_an': 409331438407832700}
  • id: 6311003
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  • id: 6311004
    {'hecke_orbit_code': 137841606663, 'n': 36, 'trace_an': 323097285821290960}
  • id: 6311005
    {'hecke_orbit_code': 137841606663, 'n': 37, 'trace_an': 228196281955951106}
  • id: 6311006
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  • id: 6311007
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  • id: 6311008
    {'hecke_orbit_code': 137841606663, 'n': 40, 'trace_an': -10645750240235319192}
  • id: 6311009
    {'hecke_orbit_code': 137841606663, 'n': 41, 'trace_an': 25326139004865203064}
  • id: 6311010
    {'hecke_orbit_code': 137841606663, 'n': 42, 'trace_an': -8224906244908771096}
  • id: 6311011
    {'hecke_orbit_code': 137841606663, 'n': 43, 'trace_an': -854479038224841232}
  • id: 6311012
    {'hecke_orbit_code': 137841606663, 'n': 44, 'trace_an': 11572396920387558444}
  • id: 6311013
    {'hecke_orbit_code': 137841606663, 'n': 45, 'trace_an': -9362992784223924004}
  • id: 6311014
    {'hecke_orbit_code': 137841606663, 'n': 46, 'trace_an': -33418566325741763586}
  • id: 6311015
    {'hecke_orbit_code': 137841606663, 'n': 47, 'trace_an': -61615364375433533424}
  • id: 6311016
    {'hecke_orbit_code': 137841606663, 'n': 48, 'trace_an': 317023259856261797920}
  • id: 6311017
    {'hecke_orbit_code': 137841606663, 'n': 49, 'trace_an': -52662871130642447108}
  • id: 6311018
    {'hecke_orbit_code': 137841606663, 'n': 50, 'trace_an': -186545340785228725104}
  • id: 6311019
    {'hecke_orbit_code': 137841606663, 'n': 51, 'trace_an': 84287583500847206172}
  • id: 6311020
    {'hecke_orbit_code': 137841606663, 'n': 52, 'trace_an': -90603352071153943672}
  • id: 6311021
    {'hecke_orbit_code': 137841606663, 'n': 53, 'trace_an': -282093764343878671758}
  • id: 6311022
    {'hecke_orbit_code': 137841606663, 'n': 54, 'trace_an': 13895299932605385046}
  • id: 6311023
    {'hecke_orbit_code': 137841606663, 'n': 55, 'trace_an': 474892685489135665440}
  • id: 6311024
    {'hecke_orbit_code': 137841606663, 'n': 56, 'trace_an': 228268901501348771616}
  • id: 6311025
    {'hecke_orbit_code': 137841606663, 'n': 57, 'trace_an': -850914722748570925564}
  • id: 6311026
    {'hecke_orbit_code': 137841606663, 'n': 58, 'trace_an': 339998979132364080060}
  • id: 6311027
    {'hecke_orbit_code': 137841606663, 'n': 59, 'trace_an': -283820607003252730116}
  • id: 6311028
    {'hecke_orbit_code': 137841606663, 'n': 60, 'trace_an': -701673169918628967164}
  • id: 6311029
    {'hecke_orbit_code': 137841606663, 'n': 61, 'trace_an': -870322613357668504870}
  • id: 6311030
    {'hecke_orbit_code': 137841606663, 'n': 62, 'trace_an': 564486602904139969932}
  • id: 6311031
    {'hecke_orbit_code': 137841606663, 'n': 63, 'trace_an': -999989531155067147576}
  • id: 6311032
    {'hecke_orbit_code': 137841606663, 'n': 64, 'trace_an': 4248282134320804279168}
  • id: 6311033
    {'hecke_orbit_code': 137841606663, 'n': 65, 'trace_an': 384582138286683330588}
  • id: 6311034
    {'hecke_orbit_code': 137841606663, 'n': 66, 'trace_an': -157008004213679191250}
  • id: 6311035
    {'hecke_orbit_code': 137841606663, 'n': 67, 'trace_an': 1414046473258733295716}
  • id: 6311036
    {'hecke_orbit_code': 137841606663, 'n': 68, 'trace_an': 435228382363177447884}
  • id: 6311037
    {'hecke_orbit_code': 137841606663, 'n': 69, 'trace_an': -5326254705815467337364}
  • id: 6311038
    {'hecke_orbit_code': 137841606663, 'n': 70, 'trace_an': 4483423880974817421510}
  • id: 6311039
    {'hecke_orbit_code': 137841606663, 'n': 71, 'trace_an': 426436671912495312096}
  • id: 6311040
    {'hecke_orbit_code': 137841606663, 'n': 72, 'trace_an': -10118884230376615693104}
  • id: 6311041
    {'hecke_orbit_code': 137841606663, 'n': 73, 'trace_an': 5942494661268692359862}
  • id: 6311042
    {'hecke_orbit_code': 137841606663, 'n': 74, 'trace_an': 13389833203328450370642}
  • id: 6311043
    {'hecke_orbit_code': 137841606663, 'n': 75, 'trace_an': 14120811240771906960232}
  • id: 6311044
    {'hecke_orbit_code': 137841606663, 'n': 76, 'trace_an': -45841052995588797879688}
  • id: 6311045
    {'hecke_orbit_code': 137841606663, 'n': 77, 'trace_an': 2861961524728931175726}
  • id: 6311046
    {'hecke_orbit_code': 137841606663, 'n': 78, 'trace_an': 14402574434410352321656}
  • id: 6311047
    {'hecke_orbit_code': 137841606663, 'n': 79, 'trace_an': -3444345943288433723680}
  • id: 6311048
    {'hecke_orbit_code': 137841606663, 'n': 80, 'trace_an': -8255607259451726029008}
  • id: 6311049
    {'hecke_orbit_code': 137841606663, 'n': 81, 'trace_an': 2565358457232096585122}
  • id: 6311050
    {'hecke_orbit_code': 137841606663, 'n': 82, 'trace_an': 34656759475287179918772}
  • id: 6311051
    {'hecke_orbit_code': 137841606663, 'n': 83, 'trace_an': 12170751598086155609808}
  • id: 6311052
    {'hecke_orbit_code': 137841606663, 'n': 84, 'trace_an': -30272689833547903395556}
  • id: 6311053
    {'hecke_orbit_code': 137841606663, 'n': 85, 'trace_an': -15360706479116717074524}
  • id: 6311054
    {'hecke_orbit_code': 137841606663, 'n': 86, 'trace_an': 743687862046869712056}
  • id: 6311055
    {'hecke_orbit_code': 137841606663, 'n': 87, 'trace_an': -7978312766181293835640}
  • id: 6311056
    {'hecke_orbit_code': 137841606663, 'n': 88, 'trace_an': -2867657955669848060664}
  • id: 6311057
    {'hecke_orbit_code': 137841606663, 'n': 89, 'trace_an': -68609868120257601678426}
  • id: 6311058
    {'hecke_orbit_code': 137841606663, 'n': 90, 'trace_an': 34663480073027193102856}
  • id: 6311059
    {'hecke_orbit_code': 137841606663, 'n': 91, 'trace_an': -4728467461925451365632}
  • id: 6311060
    {'hecke_orbit_code': 137841606663, 'n': 92, 'trace_an': -15501695671963373778696}
  • id: 6311061
    {'hecke_orbit_code': 137841606663, 'n': 93, 'trace_an': 50628291689744906093838}
  • id: 6311062
    {'hecke_orbit_code': 137841606663, 'n': 94, 'trace_an': 18415808745499513811142}
  • id: 6311063
    {'hecke_orbit_code': 137841606663, 'n': 95, 'trace_an': -113148862333982926479168}
  • id: 6311064
    {'hecke_orbit_code': 137841606663, 'n': 96, 'trace_an': -150237583048546245409696}
  • id: 6311065
    {'hecke_orbit_code': 137841606663, 'n': 97, 'trace_an': 460377553176923245905944}
  • id: 6311066
    {'hecke_orbit_code': 137841606663, 'n': 98, 'trace_an': 318336375165209650855326}
  • id: 6311067
    {'hecke_orbit_code': 137841606663, 'n': 99, 'trace_an': -468278480109509528565568}
  • id: 6311068
    {'hecke_orbit_code': 137841606663, 'n': 100, 'trace_an': 112847155109851796321296}
  • id: 6311069
    {'hecke_orbit_code': 137841606663, 'n': 101, 'trace_an': -36650856916004840080494}
  • id: 6311070
    {'hecke_orbit_code': 137841606663, 'n': 103, 'trace_an': -184148542298002413225448}
  • id: 6311071
    {'hecke_orbit_code': 137841606663, 'n': 107, 'trace_an': -275299466494852427243364}
  • id: 6311072
    {'hecke_orbit_code': 137841606663, 'n': 109, 'trace_an': -115246628078352028144390}
  • id: 6311073
    {'hecke_orbit_code': 137841606663, 'n': 113, 'trace_an': -503999966047595666095272}
  • id: 6311074
    {'hecke_orbit_code': 137841606663, 'n': 121, 'trace_an': -2271039210505032359798420}
  • id: 6311075
    {'hecke_orbit_code': 137841606663, 'n': 125, 'trace_an': -6988051344034048333966764}
  • id: 6311076
    {'hecke_orbit_code': 137841606663, 'n': 127, 'trace_an': -2468309407681377569450176}
  • id: 6311077
    {'hecke_orbit_code': 137841606663, 'n': 128, 'trace_an': -8400930186739400068343424}
  • id: 6311078
    {'hecke_orbit_code': 137841606663, 'n': 131, 'trace_an': -1288332403296140253141948}
  • id: 6311079
    {'hecke_orbit_code': 137841606663, 'n': 137, 'trace_an': 6887373319615690707897126}
  • id: 6311080
    {'hecke_orbit_code': 137841606663, 'n': 139, 'trace_an': 10072495247190933643818032}
  • id: 6311081
    {'hecke_orbit_code': 137841606663, 'n': 149, 'trace_an': -4305963210131850833375166}
  • id: 6311082
    {'hecke_orbit_code': 137841606663, 'n': 151, 'trace_an': -2517675659763625669754824}
  • id: 6311083
    {'hecke_orbit_code': 137841606663, 'n': 157, 'trace_an': -84677425564332850768418374}
  • id: 6311084
    {'hecke_orbit_code': 137841606663, 'n': 163, 'trace_an': -134943562844095821774809788}
  • id: 6311085
    {'hecke_orbit_code': 137841606663, 'n': 167, 'trace_an': 174897303167425634152574784}
  • id: 6311086
    {'hecke_orbit_code': 137841606663, 'n': 169, 'trace_an': -116881813143448081685952156}
  • id: 6311087
    {'hecke_orbit_code': 137841606663, 'n': 173, 'trace_an': -29101107181381757460500118}
  • id: 6311088
    {'hecke_orbit_code': 137841606663, 'n': 179, 'trace_an': 139725869929946025820927812}
  • id: 6311089
    {'hecke_orbit_code': 137841606663, 'n': 181, 'trace_an': 861069549763097466461364296}
  • id: 6311090
    {'hecke_orbit_code': 137841606663, 'n': 191, 'trace_an': -1008337619806927980922256352}
  • id: 6311091
    {'hecke_orbit_code': 137841606663, 'n': 193, 'trace_an': 35346877829965872340559102}
  • id: 6311092
    {'hecke_orbit_code': 137841606663, 'n': 197, 'trace_an': -1878628300553691003995147736}
  • id: 6311093
    {'hecke_orbit_code': 137841606663, 'n': 199, 'trace_an': -1855134901506747532490501752}
  • id: 6311094
    {'hecke_orbit_code': 137841606663, 'n': 211, 'trace_an': -2453651060147836938591682480}
  • id: 6311095
    {'hecke_orbit_code': 137841606663, 'n': 223, 'trace_an': -659636598837463182546517312}
  • id: 6311096
    {'hecke_orbit_code': 137841606663, 'n': 227, 'trace_an': -5973781741362806798851564524}
  • id: 6311097
    {'hecke_orbit_code': 137841606663, 'n': 229, 'trace_an': 378203404779290349190617458}
  • id: 6311098
    {'hecke_orbit_code': 137841606663, 'n': 233, 'trace_an': -6812342296964922422415886938}
  • id: 6311099
    {'hecke_orbit_code': 137841606663, 'n': 239, 'trace_an': -2195116758428456314466799456}
  • id: 6311100
    {'hecke_orbit_code': 137841606663, 'n': 241, 'trace_an': -7560596603969915479939137346}
  • id: 6311101
    {'hecke_orbit_code': 137841606663, 'n': 243, 'trace_an': -8047959471151711146791862064}
  • id: 6311102
    {'hecke_orbit_code': 137841606663, 'n': 251, 'trace_an': 39106307380924216986574830480}
  • id: 6311103
    {'hecke_orbit_code': 137841606663, 'n': 256, 'trace_an': -20236961305739409282545451776}
  • id: 6311104
    {'hecke_orbit_code': 137841606663, 'n': 257, 'trace_an': -6221868231302400665154882594}
  • id: 6311105
    {'hecke_orbit_code': 137841606663, 'n': 263, 'trace_an': -13015054980811715809352760168}
  • id: 6311106
    {'hecke_orbit_code': 137841606663, 'n': 269, 'trace_an': 39585942625608517244100922026}
  • id: 6311107
    {'hecke_orbit_code': 137841606663, 'n': 271, 'trace_an': -1845122470975997697569720128}
  • id: 6311108
    {'hecke_orbit_code': 137841606663, 'n': 277, 'trace_an': -22026281888933204968213825774}
  • id: 6311109
    {'hecke_orbit_code': 137841606663, 'n': 281, 'trace_an': 126630993056765990922565629816}
  • id: 6311110
    {'hecke_orbit_code': 137841606663, 'n': 283, 'trace_an': 60740118771132805242361289132}
  • id: 6311111
    {'hecke_orbit_code': 137841606663, 'n': 289, 'trace_an': 89467613213082618827396483680}
  • id: 6311112
    {'hecke_orbit_code': 137841606663, 'n': 293, 'trace_an': -288714766666346422713783712632}
  • id: 6311113
    {'hecke_orbit_code': 137841606663, 'n': 307, 'trace_an': -304884971495205189491327482096}
  • id: 6311114
    {'hecke_orbit_code': 137841606663, 'n': 311, 'trace_an': 143191184875428712929942025320}
  • id: 6311115
    {'hecke_orbit_code': 137841606663, 'n': 313, 'trace_an': 103561713084749967935923406822}
  • id: 6311116
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  • id: 6311117
    {'hecke_orbit_code': 137841606663, 'n': 331, 'trace_an': 76143971029446316949846089868}
  • id: 6311118
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  • id: 6311119
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  • id: 6311120
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  • id: 6311121
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  • id: 6311122
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  • id: 6311123
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  • id: 6311124
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  • id: 6311125
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  • id: 6311126
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  • id: 6311127
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  • id: 6311128
    {'hecke_orbit_code': 137841606663, 'n': 383, 'trace_an': -1996294489797787364856165976128}
  • id: 6311129
    {'hecke_orbit_code': 137841606663, 'n': 389, 'trace_an': 1082075165475889247334218036658}
  • id: 6311130
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  • id: 6311131
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  • id: 6311132
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  • id: 6311133
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  • id: 6311134
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  • id: 6311135
    {'hecke_orbit_code': 137841606663, 'n': 431, 'trace_an': 4603293680361264308192287827312}
  • id: 6311136
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  • id: 6311137
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  • id: 6311138
    {'hecke_orbit_code': 137841606663, 'n': 443, 'trace_an': 75708372457736280191457167052}
  • id: 6311139
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  • id: 6311140
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