Embedded newform data - 40.12.k.a.27.18

Formats: - HTML - YAML - JSON - 2026-01-19T01:10:21.332328

• 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': 5760, 'analytic_conductor': 30.733727222383553, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 40, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 4, 'char_parity': 1, 'char_values': [40, 4, [31, 21, 17], [2, 2, 3]], 'cm_discs': [], 'conrey_index': 3, 'dim': 128, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 687396093992, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0], [1, 1, 8, 4, -1, 2, 0], [1, 1, 40, 11, 1, 4, 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': '40.12.k.a', 'level': 40, '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': '40.12.k.a', 'prim_orbit_index': 11, 'related_objects': [], 'relative_dim': 64, 'rm_discs': [], 'sato_tate_group': '11.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '40.12.k', 'trace_display': [-2, -4, 0, 0], 'traces': [128, -2, -4, 0, 0, 22352, 0, 74836, 0, -141690, -8, -114212, 0, 0, 0, -1529272, -5279472, -7492118, 0, -19078400, 0, 110378148, 0, 0, -34182200, 255826660, 708584, 94521900, 0, -293248580, 0, -472895712, -708592, 0, 1064775860, 86525660, 0, 3129197436, 0, 3364165660, -8, 1572869820, 4763690652, 0, 0, -385692400, 0, 382518896, 0, -2735634410, 224442568, 4940288660, 0, 0, 0, 5445667880, 708584, 10041578500, 0, 15019215220, 0, 2940684960, 0, 0, -5068308440, -18585180232, -44333852092, -24658647124, 0, -2573940380, 0, 52114546396, 30695219256, 0, -114387554460, 64146613592, 0, 58383192800, 0, -6693485600, -353771564728, -30935854652, -122796947724, 0, 0, -64352390624, 0, -192245775664, 0, 306882997670, 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0, 885799596238370, 1401829285091728, 485573660148388, 0, 0, 0, 710378172708208, 1678102144542328, -1731126847134180, 0, -1105676424822900, 0, 799532960785280, 0, 0, -2369089005345640, 1879238300541156, -4140660029443604, 2484217267006100, 0, -2949886862066860, 0, -1540642205056264, -968692182654288, 0, 2840085681249600, -4361041632940760, 0, 2519619039710960, 0, 4043771099051200, 654266233324000, -3248971723534172, 5799587294177360, 0, 0, -430190973351840, 0, -4244154136231880, 0, 4812598234031430, -5472091312626664, 1551951318593144, 0, 0, 0, 858037361128160, 2342314061822760, -6395023733780852, 0, -4043926995694480, 0, 985144020074188, 0, 0, 818191468818480, 1381768817356120, 7336298923450268, 5570230900072620, 0, -6411038926063840, 0, -3092766626455712, -2953197108595280, 0, -8649339491042260, -1370231295522816, 0, 5374523603083560, 0, 6156426984207920, 421032941445232, -2150959362211420, -7595688011153084, 0, 0, -4150452789665400, 0, -6623997701326672, 0, 4866492795392040, 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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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-0.36491428344501986, -0.08013797125047739, 0.005162467785641946, -0.3259625458047037, -0.48015100311897335, -0.05569176215562072, -0.4060235958744235, -0.1443403268887829, -0.4542540807146557, -0.4895598687807465, -0.2158895903263781, -0.08767396409993944, -0.04232514216219853, -0.4798713657590327, -0.4132584021235366], 'char_orbit_index': 11, 'conrey_index': 27, 'dual_conrey_index': 3, 'dual_embedding_index': 18, 'dual_embedding_m': 18, 'embedding_index': 18, 'embedding_m': 82, 'hecke_orbit': 1, 'hecke_orbit_code': 687396093992, 'label': '40.12.k.a.27.18', 'level': 40, 'weight': 12}
• 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': 5760, 'analytic_conductor': 30.733727222383553, 'char_conductor': 40, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 4, 'char_parity': 1, 'char_values': [40, 4, [31, 21, 17], [2, 2, 3]], 'conrey_index': 3, 'cusp_dim': 128, 'dim': 128, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_orbit_code': 687396093992, 'hecke_orbit_dims': [128], 'label': '40.12.k', 'level': 40, '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': 136, 'mf_new_dim': 136, 'num_forms': 1, 'prim_orbit_index': 11, 'relative_dim': 64, 'sturm_bound': 72, 'trace_bound': 0, 'trace_display': [-2, -4, 0, 0], 'traces': [128, -2, -4, 0, 0, 22352, 0, 74836, 0, -141690, -8, -114212, 0, 0, 0, -1529272, -5279472, -7492118, 0, -19078400, 0, 110378148, 0, 0, -34182200, 255826660, 708584, 94521900, 0, -293248580, 0, -472895712, -708592, 0, 1064775860, 86525660, 0, 3129197436, 0, 3364165660, -8, 1572869820, 4763690652, 0, 0, -385692400, 0, 382518896, 0, -2735634410, 224442568, 4940288660, 0, 0, 0, 5445667880, 708584, 10041578500, 0, 15019215220, 0, 2940684960, 0, 0, -5068308440, -18585180232, -44333852092, -24658647124, 0, -2573940380, 0, 52114546396, 30695219256, 0, -114387554460, 64146613592, 0, 58383192800, 0, -6693485600, -353771564728, -30935854652, -122796947724, 0, 0, -64352390624, 0, -192245775664, 0, 306882997670, 93235242840, 185062591860, 0, 0, 0, 345055140192, -144367002024, -277418419174, 0, -449641246360, 0, 424089410784, 0, 0, -211654097600, 520298553860, -835124248172, 632460551568, 0, -498741625180, 0, -465960386400, 26010988056, 0, 619872367420, 45158304760, 0, 1076896838212, 0, 1552253681560, 2282493364880, -483292790120, 941597983648, 0, 0, -869813515120, 0, -930170017744, 0, 1789451926000, -2833666556104, 1292132403944, 0, 0, 0, 1558306955352, 361698264048, 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30236876427364160, 0, 6547973651718360, 0, -21206061847462520, -56026580982310136, -59240999717181680, 0, 0, 0, -46101808069444160, 5974769572113104, 24628529614408964, 0, -7025041186976260, 0, -48894361212366960, 0, 0, -21416856362309560, -65627344496901540, 101544624659966732, 2967701185853488, 0, -7996424886361660, 0, 49776119490208720, 26353776584813808, 0, -46138230888505720, 45897629650545520, 0, 1336978426795076, 0, -4608843399484120, 20119606458807552, 53676843625245260, -71766704805592400, 0, 0, 76593606835895160, 0, -11351623742136864, 0, 22293174168191560, 146272796194163304, -39922511986927612, 0, 0, 0, -19649955707319224, 3126185105891720, 3905091841572740, 0, -6756005335014320, 0, -42964920337629600, 0, 0, 24130736792144760, -57534383017204936, -125031761925298924, 31621143607797180, 0, -30499392865630840, 0, 49646967461299392, -19272645447216600, 0, 115899075700000000, 26945848196227120, 0, 28108556675149720, 0, 26495040274790400, 14056009482920080, 25731556092870948, 46174355498127848, 0, 0, 28292215392199520, 0, -20244946799831440, 0, 36518028253994190, -166508548856752984, -71943486865645720, 0, 0, 0, -115350038964715872, 21485327293140776, -68454089469691304, 0, -51465225324551880, 0, -83985732256889216, 0, 0, -14381779052132800, -38669786734268000, 154056365376100828, 60967750893308220, 0, -78188625540492220, 0, 74643296472629040, 23387721365006216, 0, -120084282662349780, 120145598856867808, 0, 72823391288750036, 0, 80215565820829600, -5243584459050752, 114324597822493440, -143545492233322128, 0, 0, 62531956165267480, 0, -97895563597862360, 0, 37958309931876440, 190453588222217320, -65892128032624480, 0, 0, 0, -19208090195518888, -36964094347289312, -112973217045625560, 0, -110268352880312860, 0, -53001976951045880, 0, 0, -32507645597084280, -165878688159780188, -246730040864472388, 99577230220580720, 0, -126620482093442360, 0, 114070917883321200, -15110591827527616, 0, 68568046484091340, 62593673505643528, 0, 129562447386248280, 0, 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148737935573880040, 65691482903823760, 0, 287761739906977880, 0, 358943613358017440, -17233297902223632, 199818936190936140, 204154128561532804, 0, 0, 390791979371614440, 0, -260198615491440588, 0, 307205733217317980, -184024909099313528, -318399866803166068, 0, 0, 0, -234310002789016160, -80748005856492552, -413392891045171612, 0, -239864855844675980, 0, -185084938339959444, 0, 0, -60261662277525560, -365687502596433640, 132034575602006160, 339635104895391080, 0, -365773761221025580, 0, 255184190990886720, 115762602667456448, 0, 70485159342700560, 373507153496024848, 0, 199751172320978452, 0, 268676186313895620], 'weight': 12, '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: 8789437
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 128, 'source_embedding_index': 18, 'source_hecke_orbit_code': 687396093992, 'source_is_minimal': True, 'source_label': '40.12.k.a.27.18', 'source_level': 40, 'target_conrey_index': 27, 'target_dim': 128, 'target_embedding_index': 18, 'target_hecke_orbit_code': 687396093992, 'target_is_minimal': True, 'target_label': '40.12.k.a.27.18', 'target_level': 40, 'twist_class_label': '40.12.k.a.3.16', 'twist_class_level': 40, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 8789438
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 128, 'source_embedding_index': 18, 'source_hecke_orbit_code': 687396093992, 'source_is_minimal': True, 'source_label': '40.12.k.a.27.18', 'source_level': 40, 'target_conrey_index': 3, 'target_dim': 128, 'target_embedding_index': 16, 'target_hecke_orbit_code': 687396093992, 'target_is_minimal': True, 'target_label': '40.12.k.a.3.16', 'target_level': 40, 'twist_class_label': '40.12.k.a.3.16', 'twist_class_level': 40, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 8789439
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 27, 'source_dim': 128, 'source_embedding_index': 18, 'source_hecke_orbit_code': 687396093992, 'source_is_minimal': True, 'source_label': '40.12.k.a.27.18', 'source_level': 40, 'target_conrey_index': 27, 'target_dim': 128, 'target_embedding_index': 16, 'target_hecke_orbit_code': 687396093992, 'target_is_minimal': True, 'target_label': '40.12.k.a.27.16', 'target_level': 40, 'twist_class_label': '40.12.k.a.3.16', 'twist_class_level': 40, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 8789440
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 27, 'source_dim': 128, 'source_embedding_index': 18, 'source_hecke_orbit_code': 687396093992, 'source_is_minimal': True, 'source_label': '40.12.k.a.27.18', 'source_level': 40, 'target_conrey_index': 3, 'target_dim': 128, 'target_embedding_index': 18, 'target_hecke_orbit_code': 687396093992, 'target_is_minimal': True, 'target_label': '40.12.k.a.3.18', 'target_level': 40, 'twist_class_label': '40.12.k.a.3.16', 'twist_class_level': 40, 'twisting_char_label': '40.3', 'twisting_conrey_index': 3, 'weight': 12}
• hecke_orbit_code 687396093992 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': 11, 'hecke_orbit': 1, 'label': '40.12.k.a', 'level': 40, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 10787304
    {'hecke_orbit_code': 687396093992, 'n': 1, 'trace_an': 128}
  • id: 10787305
    {'hecke_orbit_code': 687396093992, 'n': 2, 'trace_an': -2}
  • id: 10787306
    {'hecke_orbit_code': 687396093992, 'n': 3, 'trace_an': -4}
  • id: 10787307
    {'hecke_orbit_code': 687396093992, 'n': 4, 'trace_an': 0}
  • id: 10787308
    {'hecke_orbit_code': 687396093992, 'n': 5, 'trace_an': 0}
  • id: 10787309
    {'hecke_orbit_code': 687396093992, 'n': 6, 'trace_an': 22352}
  • id: 10787310
    {'hecke_orbit_code': 687396093992, 'n': 7, 'trace_an': 0}
  • id: 10787311
    {'hecke_orbit_code': 687396093992, 'n': 8, 'trace_an': 74836}
  • id: 10787312
    {'hecke_orbit_code': 687396093992, 'n': 9, 'trace_an': 0}
  • id: 10787313
    {'hecke_orbit_code': 687396093992, 'n': 10, 'trace_an': -141690}
  • id: 10787314
    {'hecke_orbit_code': 687396093992, 'n': 11, 'trace_an': -8}
  • id: 10787315
    {'hecke_orbit_code': 687396093992, 'n': 12, 'trace_an': -114212}
  • id: 10787316
    {'hecke_orbit_code': 687396093992, 'n': 13, 'trace_an': 0}
  • id: 10787317
    {'hecke_orbit_code': 687396093992, 'n': 14, 'trace_an': 0}
  • id: 10787318
    {'hecke_orbit_code': 687396093992, 'n': 15, 'trace_an': 0}
  • id: 10787319
    {'hecke_orbit_code': 687396093992, 'n': 16, 'trace_an': -1529272}
  • id: 10787320
    {'hecke_orbit_code': 687396093992, 'n': 17, 'trace_an': -5279472}
  • id: 10787321
    {'hecke_orbit_code': 687396093992, 'n': 18, 'trace_an': -7492118}
  • id: 10787322
    {'hecke_orbit_code': 687396093992, 'n': 19, 'trace_an': 0}
  • id: 10787323
    {'hecke_orbit_code': 687396093992, 'n': 20, 'trace_an': -19078400}
  • id: 10787324
    {'hecke_orbit_code': 687396093992, 'n': 21, 'trace_an': 0}
  • id: 10787325
    {'hecke_orbit_code': 687396093992, 'n': 22, 'trace_an': 110378148}
  • id: 10787326
    {'hecke_orbit_code': 687396093992, 'n': 23, 'trace_an': 0}
  • id: 10787327
    {'hecke_orbit_code': 687396093992, 'n': 24, 'trace_an': 0}
  • id: 10787328
    {'hecke_orbit_code': 687396093992, 'n': 25, 'trace_an': -34182200}
  • id: 10787329
    {'hecke_orbit_code': 687396093992, 'n': 26, 'trace_an': 255826660}
  • id: 10787330
    {'hecke_orbit_code': 687396093992, 'n': 27, 'trace_an': 708584}
  • id: 10787331
    {'hecke_orbit_code': 687396093992, 'n': 28, 'trace_an': 94521900}
  • id: 10787332
    {'hecke_orbit_code': 687396093992, 'n': 29, 'trace_an': 0}
  • id: 10787333
    {'hecke_orbit_code': 687396093992, 'n': 30, 'trace_an': -293248580}
  • id: 10787334
    {'hecke_orbit_code': 687396093992, 'n': 31, 'trace_an': 0}
  • id: 10787335
    {'hecke_orbit_code': 687396093992, 'n': 32, 'trace_an': -472895712}
  • id: 10787336
    {'hecke_orbit_code': 687396093992, 'n': 33, 'trace_an': -708592}
  • id: 10787337
    {'hecke_orbit_code': 687396093992, 'n': 34, 'trace_an': 0}
  • id: 10787338
    {'hecke_orbit_code': 687396093992, 'n': 35, 'trace_an': 1064775860}
  • id: 10787339
    {'hecke_orbit_code': 687396093992, 'n': 36, 'trace_an': 86525660}
  • id: 10787340
    {'hecke_orbit_code': 687396093992, 'n': 37, 'trace_an': 0}
  • id: 10787341
    {'hecke_orbit_code': 687396093992, 'n': 38, 'trace_an': 3129197436}
  • id: 10787342
    {'hecke_orbit_code': 687396093992, 'n': 39, 'trace_an': 0}
  • id: 10787343
    {'hecke_orbit_code': 687396093992, 'n': 40, 'trace_an': 3364165660}
  • id: 10787344
    {'hecke_orbit_code': 687396093992, 'n': 41, 'trace_an': -8}
  • id: 10787345
    {'hecke_orbit_code': 687396093992, 'n': 42, 'trace_an': 1572869820}
  • id: 10787346
    {'hecke_orbit_code': 687396093992, 'n': 43, 'trace_an': 4763690652}
  • id: 10787347
    {'hecke_orbit_code': 687396093992, 'n': 44, 'trace_an': 0}
  • id: 10787348
    {'hecke_orbit_code': 687396093992, 'n': 45, 'trace_an': 0}
  • id: 10787349
    {'hecke_orbit_code': 687396093992, 'n': 46, 'trace_an': -385692400}
  • id: 10787350
    {'hecke_orbit_code': 687396093992, 'n': 47, 'trace_an': 0}
  • id: 10787351
    {'hecke_orbit_code': 687396093992, 'n': 48, 'trace_an': 382518896}
  • id: 10787352
    {'hecke_orbit_code': 687396093992, 'n': 49, 'trace_an': 0}
  • id: 10787353
    {'hecke_orbit_code': 687396093992, 'n': 50, 'trace_an': -2735634410}
  • id: 10787354
    {'hecke_orbit_code': 687396093992, 'n': 51, 'trace_an': 224442568}
  • id: 10787355
    {'hecke_orbit_code': 687396093992, 'n': 52, 'trace_an': 4940288660}
  • id: 10787356
    {'hecke_orbit_code': 687396093992, 'n': 53, 'trace_an': 0}
  • id: 10787357
    {'hecke_orbit_code': 687396093992, 'n': 54, 'trace_an': 0}
  • id: 10787358
    {'hecke_orbit_code': 687396093992, 'n': 55, 'trace_an': 0}
  • id: 10787359
    {'hecke_orbit_code': 687396093992, 'n': 56, 'trace_an': 5445667880}
  • id: 10787360
    {'hecke_orbit_code': 687396093992, 'n': 57, 'trace_an': 708584}
  • id: 10787361
    {'hecke_orbit_code': 687396093992, 'n': 58, 'trace_an': 10041578500}
  • id: 10787362
    {'hecke_orbit_code': 687396093992, 'n': 59, 'trace_an': 0}
  • id: 10787363
    {'hecke_orbit_code': 687396093992, 'n': 60, 'trace_an': 15019215220}
  • id: 10787364
    {'hecke_orbit_code': 687396093992, 'n': 61, 'trace_an': 0}
  • id: 10787365
    {'hecke_orbit_code': 687396093992, 'n': 62, 'trace_an': 2940684960}
  • id: 10787366
    {'hecke_orbit_code': 687396093992, 'n': 63, 'trace_an': 0}
  • id: 10787367
    {'hecke_orbit_code': 687396093992, 'n': 64, 'trace_an': 0}
  • id: 10787368
    {'hecke_orbit_code': 687396093992, 'n': 65, 'trace_an': -5068308440}
  • id: 10787369
    {'hecke_orbit_code': 687396093992, 'n': 66, 'trace_an': -18585180232}
  • id: 10787370
    {'hecke_orbit_code': 687396093992, 'n': 67, 'trace_an': -44333852092}
  • id: 10787371
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