Embedded newform data - 64.18.a.h.1.2

Formats: - HTML - YAML - JSON - 2024-06-09T13:54:52.841305

• 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': 20736, 'analytic_conductor': 117.26213590051819, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [64, 1, [63, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 8584, 'field_disc_factorization': [[2, 3], [29, 1], [37, 1]], 'field_poly': [-2146, 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, [-140413680, 952, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197693583424, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 256, 'hecke_ring_index_factorization': [[2, 8]], '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': '64.18.a.h', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.18.a.a', 'nf_label': '2.2.8584.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-476+\\beta )q^{3}+(26810-60\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.18.a', 'trace_display': [0, -952, 53620, 333168], 'trace_hash': 1106530331578108210, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.926', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.084', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.060', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.321', 'prec': 17}, {'__RealLiteral__': 0, 'data': '60.291', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 0, -952, 0, 53620, 0, 333168, 0, 23453338, 0, 430974680, 0, -2667521948, 0, -16902353840, 0, 60673503268, 0, 178629960040, 0, -275250928704, 0, -528756594608, 0, -511831510850, 0, -156001401136, 0, 7240660091460, 0, 1878351140288, 0, -21239581915552, 0, 16514472678240, 0, 20332464566580, 0, -91448192162288, 0, -1763041905324, 0, 193394525968664, 0, 16695526837220, 0, -100763837765472, 0, -196165218276494, 0, -487316066501360, 0, 317818146060052, 0, 1273620709243120, 0, 234031155307168, 0, -1262050788321736, 0, -2765859692723708, 0, 265794859238064, 0, 5491559693146280, 0, 1963006544550088, 0, -4879639671010496, 0, -483639107104528, 0, -2176892348591212, 0, -661303864041800, 0, 20643473818671936, 0, 5295839905627744, 0, -35853176106728462, 0, 9972518018887144, 0, 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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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'angles': [None, -0.16651138065859802, -0.31410291858297623, -0.3111365845092032, -0.3282617496025715, -0.42510117653170687, -0.2193529810466579, -0.1279027345586086, -0.36053213872652984, -0.16402479124310998, -0.267110351137361, -0.05573883481907649, -0.15876501816800115, -0.16783070850864895, -0.2012031222554488, -0.12590925103559608, -0.3810901003166489, -0.2618230601862795, -0.2081749589637197, -0.2678600407822925, -0.3772281732026071, -0.2671870635967009, -0.20083259591217367, -0.29489386077198615, -0.1899614406669136, -0.24849476866902906, -0.19177124157099898, -0.3783057819943054, -0.23506579604520508, -0.22066574429005292, -0.23473846935257706, -0.12161913483263535, -0.4310461925222364, -0.13884278590295673, -0.290054351920527, -0.3029333660928422, -0.36966343745266517, -0.09634371513101919, -0.10986547901750272, -0.22403796858229258, -0.14534424065729762, -0.19720584327608157, -0.16712525683298746, -0.13495179403058685, -0.27015596153152033, -0.3775171881910771, 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-0.09613330482908984, -0.3781127983379056, -0.0553646252840801, -0.22006658264357107, -0.2838244176565458, -0.21557783443792292, -0.3284920697968336, -0.28591197933693085, -0.2737650029703855, -0.24898454988790733, -0.27222932435984243, -0.10383833139935678, -0.28423395411306557, -0.1955403073581678, -0.123758970878202, -0.18104575122837832, -0.3425551693901452, -0.3853214952830904, -0.22010863020893404, -0.16057284056537102, -0.19568012832298884, -0.2323691933040764, -0.23121969664625264, -0.3470214848646942, -0.3212134251465538, -0.2058524686960649, -0.08666829837600218, -0.24940755955974694, -0.05202246127661508, -0.21151066003854233], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 46.32493928760188, 'hecke_orbit': 8, 'hecke_orbit_code': 31525197693583424, 'label': '64.18.a.h.1.2', 'level': 64, 'weight': 18}
• 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': [16, 17], 'Nk2': 20736, 'analytic_conductor': 117.26213590051819, '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': [64, 1, [63, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 130, 'dim': 33, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 301989952, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4], 'label': '64.18.a', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 142, 'mf_new_dim': 35, 'num_forms': 16, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 144, 'trace_bound': 5, 'trace_display': [0, 0, 2, 0], 'traces': [33, 0, 0, 0, 2, 0, 0, 0, 1334448349, 0, 0, 0, -442574726, 0, 0, 0, -14978251198, 0, 0, 0, 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0, 0, 0, 551248954789306158648026, 0, 0, 0, 118999913482688387729984000, 0, 0, 0, -150689293847134453906433535, 0, 0, 0, -180209437386830890640543260, 0, 0, 0, 80994526783935967440709120, 0, 0, 0, -100865905973709174632409600, 0, 0, 0, 58878486293891872606132738, 0, 0, 0, 19666903047294023291680530, 0, 0, 0, 149342872321193304196150148, 0, 0, 0, -174977819408820099190272, 0, 0, 0, 230909906201693089006501120, 0, 0, 0, -15038185601832934913459262, 0, 0, 0], 'weight': 18, 'weight_parity': 1}
• 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: 46211583
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525197693583424, 'source_is_minimal': False, 'source_label': '64.18.a.h.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197693583424, 'target_is_minimal': False, 'target_label': '64.18.a.h.1.2', 'target_level': 64, 'twist_class_label': '8.18.a.a.1.2', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 46211584
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525197693583424, 'source_is_minimal': False, 'source_label': '64.18.a.h.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996575694912, 'target_is_minimal': False, 'target_label': '64.18.a.k.1.1', 'target_level': 64, 'twist_class_label': '8.18.a.a.1.2', 'twist_class_level': 8, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 46211585
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525197693583424, 'source_is_minimal': False, 'source_label': '64.18.a.h.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 301989896, 'target_is_minimal': True, 'target_label': '8.18.a.a.1.2', 'target_level': 8, 'twist_class_label': '8.18.a.a.1.2', 'twist_class_level': 8, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 46211586
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525197693583424, 'source_is_minimal': False, 'source_label': '64.18.a.h.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799184101392, 'target_is_minimal': False, 'target_label': '16.18.a.d.1.1', 'target_level': 16, 'twist_class_label': '8.18.a.a.1.2', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 18}
  • id: 46211587
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 31525197693583424, 'source_is_minimal': False, 'source_label': '64.18.a.h.1.2', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199556730952, 'target_is_minimal': False, 'target_label': '72.18.a.c.1.1', 'target_level': 72, 'twist_class_label': '8.18.a.a.1.2', 'twist_class_level': 8, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 208975
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 31525197693583424, 'p': 2}
  • id: 208976
    {'charpoly_factorization': [[[-140413680, 952, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 3}
  • id: 208977
    {'charpoly_factorization': [[[-505586145500, -53620, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 5}
  • id: 208978
    {'charpoly_factorization': [[[-134492404390848, -333168, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 7}
  • id: 208979
    {'charpoly_factorization': [[[-740053359137442416, -430974680, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 11}
  • id: 208980
    {'charpoly_factorization': [[[-13502295009342637628, 2667521948, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 13}
  • id: 208981
    {'charpoly_factorization': [[[546735760426244202820, -60673503268, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 17}
  • id: 208982
    {'charpoly_factorization': [[[7796209899120703045264, -178629960040, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 19}
  • id: 208983
    {'charpoly_factorization': [[[23091139407334238996032, 528756594608, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 23}
  • id: 208984
    {'charpoly_factorization': [[[12385406466176694290172036, -7240660091460, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 29}
  • id: 208985
    {'charpoly_factorization': [[[-2952695716407712799636480, -1878351140288, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 31}
  • id: 208986
    {'charpoly_factorization': [[[-794912376182294957791462236, -20332464566580, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 37}
  • id: 208987
    {'charpoly_factorization': [[[-3173624085877428132814817052, 1763041905324, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 41}
  • id: 208988
    {'charpoly_factorization': [[[8908285388984671895299124368, -193394525968664, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 43}
  • id: 208989
    {'charpoly_factorization': [[[-19639095232008422904925480704, 100763837765472, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 47}
  • id: 208990
    {'charpoly_factorization': [[[-203634739097258235060619712924, -317818146060052, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 53}
  • id: 208991
    {'charpoly_factorization': [[[-649996922440350567046426760432, 1262050788321736, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 59}
  • id: 208992
    {'charpoly_factorization': [[[565319722676360461230224802820, 2765859692723708, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 61}
  • id: 208993
    {'charpoly_factorization': [[[407705611796225942632882603792, -1963006544550088, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 67}
  • id: 208994
    {'charpoly_factorization': [[[-895706752131599725432275093440, 483639107104528, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 71}
  • id: 208995
    {'charpoly_factorization': [[[-76105967348578289068284536302748, 2176892348591212, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 73}
  • id: 208996
    {'charpoly_factorization': [[[-23842113110973152336589805541120, -5295839905627744, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 79}
  • id: 208997
    {'charpoly_factorization': [[[-31253037009995544090765225568112, -9972518018887144, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 83}
  • id: 208998
    {'charpoly_factorization': [[[-412737681730092753857529085034076, 711099036813900, 1], 1]], 'hecke_orbit_code': 31525197693583424, 'p': 89}
  • id: 208999
    {'charpoly_factorization': [[[3298486174595010167729210912483716, -114870546609971908, 1], 1]], 'hecke_orbit_code': 31525197693583424, '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': 8, 'label': '64.18.a.h', 'level': 64, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49690003
    {'hecke_orbit_code': 31525197693583424, 'n': 1, 'trace_an': 2}
  • id: 49690004
    {'hecke_orbit_code': 31525197693583424, 'n': 2, 'trace_an': 0}
  • id: 49690005
    {'hecke_orbit_code': 31525197693583424, 'n': 3, 'trace_an': -952}
  • id: 49690006
    {'hecke_orbit_code': 31525197693583424, 'n': 4, 'trace_an': 0}
  • id: 49690007
    {'hecke_orbit_code': 31525197693583424, 'n': 5, 'trace_an': 53620}
  • id: 49690008
    {'hecke_orbit_code': 31525197693583424, 'n': 6, 'trace_an': 0}
  • id: 49690009
    {'hecke_orbit_code': 31525197693583424, 'n': 7, 'trace_an': 333168}
  • id: 49690010
    {'hecke_orbit_code': 31525197693583424, 'n': 8, 'trace_an': 0}
  • id: 49690011
    {'hecke_orbit_code': 31525197693583424, 'n': 9, 'trace_an': 23453338}
  • id: 49690012
    {'hecke_orbit_code': 31525197693583424, 'n': 10, 'trace_an': 0}
  • id: 49690013
    {'hecke_orbit_code': 31525197693583424, 'n': 11, 'trace_an': 430974680}
  • id: 49690014
    {'hecke_orbit_code': 31525197693583424, 'n': 12, 'trace_an': 0}
  • id: 49690015
    {'hecke_orbit_code': 31525197693583424, 'n': 13, 'trace_an': -2667521948}
  • id: 49690016
    {'hecke_orbit_code': 31525197693583424, 'n': 14, 'trace_an': 0}
  • id: 49690017
    {'hecke_orbit_code': 31525197693583424, 'n': 15, 'trace_an': -16902353840}
  • id: 49690018
    {'hecke_orbit_code': 31525197693583424, 'n': 16, 'trace_an': 0}
  • id: 49690019
    {'hecke_orbit_code': 31525197693583424, 'n': 17, 'trace_an': 60673503268}
  • id: 49690020
    {'hecke_orbit_code': 31525197693583424, 'n': 18, 'trace_an': 0}
  • id: 49690021
    {'hecke_orbit_code': 31525197693583424, 'n': 19, 'trace_an': 178629960040}
  • id: 49690022
    {'hecke_orbit_code': 31525197693583424, 'n': 20, 'trace_an': 0}
  • id: 49690023
    {'hecke_orbit_code': 31525197693583424, 'n': 21, 'trace_an': -275250928704}
  • id: 49690024
    {'hecke_orbit_code': 31525197693583424, 'n': 22, 'trace_an': 0}
  • id: 49690025
    {'hecke_orbit_code': 31525197693583424, 'n': 23, 'trace_an': -528756594608}
  • id: 49690026
    {'hecke_orbit_code': 31525197693583424, 'n': 24, 'trace_an': 0}
  • id: 49690027
    {'hecke_orbit_code': 31525197693583424, 'n': 25, 'trace_an': -511831510850}
  • id: 49690028
    {'hecke_orbit_code': 31525197693583424, 'n': 26, 'trace_an': 0}
  • id: 49690029
    {'hecke_orbit_code': 31525197693583424, 'n': 27, 'trace_an': -156001401136}
  • id: 49690030
    {'hecke_orbit_code': 31525197693583424, 'n': 28, 'trace_an': 0}
  • id: 49690031
    {'hecke_orbit_code': 31525197693583424, 'n': 29, 'trace_an': 7240660091460}
  • id: 49690032
    {'hecke_orbit_code': 31525197693583424, 'n': 30, 'trace_an': 0}
  • id: 49690033
    {'hecke_orbit_code': 31525197693583424, 'n': 31, 'trace_an': 1878351140288}
  • id: 49690034
    {'hecke_orbit_code': 31525197693583424, 'n': 32, 'trace_an': 0}
  • id: 49690035
    {'hecke_orbit_code': 31525197693583424, 'n': 33, 'trace_an': -21239581915552}
  • id: 49690036
    {'hecke_orbit_code': 31525197693583424, 'n': 34, 'trace_an': 0}
  • id: 49690037
    {'hecke_orbit_code': 31525197693583424, 'n': 35, 'trace_an': 16514472678240}
  • id: 49690038
    {'hecke_orbit_code': 31525197693583424, 'n': 36, 'trace_an': 0}
  • id: 49690039
    {'hecke_orbit_code': 31525197693583424, 'n': 37, 'trace_an': 20332464566580}
  • id: 49690040
    {'hecke_orbit_code': 31525197693583424, 'n': 38, 'trace_an': 0}
  • id: 49690041
    {'hecke_orbit_code': 31525197693583424, 'n': 39, 'trace_an': -91448192162288}
  • id: 49690042
    {'hecke_orbit_code': 31525197693583424, 'n': 40, 'trace_an': 0}
  • id: 49690043
    {'hecke_orbit_code': 31525197693583424, 'n': 41, 'trace_an': -1763041905324}
  • id: 49690044
    {'hecke_orbit_code': 31525197693583424, 'n': 42, 'trace_an': 0}
  • id: 49690045
    {'hecke_orbit_code': 31525197693583424, 'n': 43, 'trace_an': 193394525968664}
  • id: 49690046
    {'hecke_orbit_code': 31525197693583424, 'n': 44, 'trace_an': 0}
  • id: 49690047
    {'hecke_orbit_code': 31525197693583424, 'n': 45, 'trace_an': 16695526837220}
  • id: 49690048
    {'hecke_orbit_code': 31525197693583424, 'n': 46, 'trace_an': 0}
  • id: 49690049
    {'hecke_orbit_code': 31525197693583424, 'n': 47, 'trace_an': -100763837765472}
  • id: 49690050
    {'hecke_orbit_code': 31525197693583424, 'n': 48, 'trace_an': 0}
  • id: 49690051
    {'hecke_orbit_code': 31525197693583424, 'n': 49, 'trace_an': -196165218276494}
  • id: 49690052
    {'hecke_orbit_code': 31525197693583424, 'n': 50, 'trace_an': 0}
  • id: 49690053
    {'hecke_orbit_code': 31525197693583424, 'n': 51, 'trace_an': -487316066501360}
  • id: 49690054
    {'hecke_orbit_code': 31525197693583424, 'n': 52, 'trace_an': 0}
  • id: 49690055
    {'hecke_orbit_code': 31525197693583424, 'n': 53, 'trace_an': 317818146060052}
  • id: 49690056
    {'hecke_orbit_code': 31525197693583424, 'n': 54, 'trace_an': 0}
  • id: 49690057
    {'hecke_orbit_code': 31525197693583424, 'n': 55, 'trace_an': 1273620709243120}
  • id: 49690058
    {'hecke_orbit_code': 31525197693583424, 'n': 56, 'trace_an': 0}
  • id: 49690059
    {'hecke_orbit_code': 31525197693583424, 'n': 57, 'trace_an': 234031155307168}
  • id: 49690060
    {'hecke_orbit_code': 31525197693583424, 'n': 58, 'trace_an': 0}
  • id: 49690061
    {'hecke_orbit_code': 31525197693583424, 'n': 59, 'trace_an': -1262050788321736}
  • id: 49690062
    {'hecke_orbit_code': 31525197693583424, 'n': 60, 'trace_an': 0}
  • id: 49690063
    {'hecke_orbit_code': 31525197693583424, 'n': 61, 'trace_an': -2765859692723708}
  • id: 49690064
    {'hecke_orbit_code': 31525197693583424, 'n': 62, 'trace_an': 0}
  • id: 49690065
    {'hecke_orbit_code': 31525197693583424, 'n': 63, 'trace_an': 265794859238064}
  • id: 49690066
    {'hecke_orbit_code': 31525197693583424, 'n': 64, 'trace_an': 0}
  • id: 49690067
    {'hecke_orbit_code': 31525197693583424, 'n': 65, 'trace_an': 5491559693146280}
  • id: 49690068
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    {'hecke_orbit_code': 31525197693583424, 'n': 829, 'trace_an': 1293687710150387726373892}
  • id: 49690236
    {'hecke_orbit_code': 31525197693583424, 'n': 839, 'trace_an': -3709306428977014872528144}
  • id: 49690237
    {'hecke_orbit_code': 31525197693583424, 'n': 841, 'trace_an': 13142050154248000754911310}
  • id: 49690238
    {'hecke_orbit_code': 31525197693583424, 'n': 853, 'trace_an': -949514019713891942654764}
  • id: 49690239
    {'hecke_orbit_code': 31525197693583424, 'n': 857, 'trace_an': -4838989000888939313077836}
  • id: 49690240
    {'hecke_orbit_code': 31525197693583424, 'n': 859, 'trace_an': 7476098566429629760353912}
  • id: 49690241
    {'hecke_orbit_code': 31525197693583424, 'n': 863, 'trace_an': 12243124152538147274632000}
  • id: 49690242
    {'hecke_orbit_code': 31525197693583424, 'n': 877, 'trace_an': -12568550336459109033461340}
  • id: 49690243
    {'hecke_orbit_code': 31525197693583424, 'n': 881, 'trace_an': 15791715210523932972793060}
  • id: 49690244
    {'hecke_orbit_code': 31525197693583424, 'n': 883, 'trace_an': 8110574189185903146210856}
  • id: 49690245
    {'hecke_orbit_code': 31525197693583424, 'n': 887, 'trace_an': -3998554793179667622988912}
  • id: 49690246
    {'hecke_orbit_code': 31525197693583424, 'n': 907, 'trace_an': -16381137747331706287772200}
  • id: 49690247
    {'hecke_orbit_code': 31525197693583424, 'n': 911, 'trace_an': -15622180844144636827769888}
  • id: 49690248
    {'hecke_orbit_code': 31525197693583424, 'n': 919, 'trace_an': -23476474430543947743549104}
  • id: 49690249
    {'hecke_orbit_code': 31525197693583424, 'n': 929, 'trace_an': 31730356630012525171548484}
  • id: 49690250
    {'hecke_orbit_code': 31525197693583424, 'n': 937, 'trace_an': -11574911723299906596604332}
  • id: 49690251
    {'hecke_orbit_code': 31525197693583424, 'n': 941, 'trace_an': 12889266282985118154979620}
  • id: 49690252
    {'hecke_orbit_code': 31525197693583424, 'n': 947, 'trace_an': -23490898828973012764239192}
  • id: 49690253
    {'hecke_orbit_code': 31525197693583424, 'n': 953, 'trace_an': 8333315170225801473539700}
  • id: 49690254
    {'hecke_orbit_code': 31525197693583424, 'n': 961, 'trace_an': -35666639109288830901369918}
  • id: 49690255
    {'hecke_orbit_code': 31525197693583424, 'n': 967, 'trace_an': 23240641003536846037271024}
  • id: 49690256
    {'hecke_orbit_code': 31525197693583424, 'n': 971, 'trace_an': 38855747849970161183146584}
  • id: 49690257
    {'hecke_orbit_code': 31525197693583424, 'n': 977, 'trace_an': 82859468311226127954341796}
  • id: 49690258
    {'hecke_orbit_code': 31525197693583424, 'n': 983, 'trace_an': 25143763205626386246124752}
  • id: 49690259
    {'hecke_orbit_code': 31525197693583424, 'n': 991, 'trace_an': 65263933602428361562403392}
  • id: 49690260
    {'hecke_orbit_code': 31525197693583424, 'n': 997, 'trace_an': -3955251979594314628791884}