Embedded newform data - 112.16.a.k.1.4

Formats: - HTML - YAML - JSON - 2025-10-10T05:25:02.179009

• 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': 28672, 'analytic_conductor': 159.81672571191086, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -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': [112, 1, [15, 85, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 444106338080543601669609333612208, 'field_disc_factorization': [[2, 4], [107, 1], [113, 1], [857, 1], [2678699184821789016368249, 1]], 'field_poly': [-7046699346580509, 5867703981762, 200237882347, -33878904, -911559, -2, 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, [407276670962918670336, 920981498933809152, 389754747939600, -139167824544, -49449384, 3864, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996542140528, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 6136821071216640, 'hecke_ring_index_factorization': [[2, 35], [3, 6], [5, 1], [7, 2]], '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '112.16.a.k', 'level': 112, '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, 7], 'level_radical': 14, 'minimal_twist': '56.16.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-644+\\beta _{1})q^{3}+(28089+7\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '15.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.16.a', 'trace_display': [0, -3864, 168532, 4941258], 'trace_hash': 168405089177025293, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.650', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '87.096', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2107.515', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, 0, -3864, 0, 168532, 0, 4941258, 0, 27735822, 0, -58040072, 0, -15956444, 0, 705059136, 0, -2879979060, 0, -3435500376, 0, -3182170152, 0, -34508782592, 0, 29232294906, 0, -102516868944, 0, -46458543420, 0, -300765178336, 0, -457356427584, 0, 138793348876, 0, -509722422412, 0, 437968495008, 0, 1619276439676, 0, -2727781008680, 0, 5316894690660, 0, 1567726443808, 0, 4069338437094, 0, -3110310296208, 0, 2612518893588, 0, 4577322926960, 0, -21550151959824, 0, -5112561397384, 0, 4545346033732, 0, 22841642057346, 0, 57444596600712, 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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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-0.29687597025163803, -0.3973161851055005, -0.3235024720781901, -0.2482939243724772, -0.2696061824127081, -0.36002345752983156, -0.2809322668893512, -0.267567820230193, -0.37060666335133374, -0.31300644228243474, -0.06689586893947358, -0.15787889430530314, -0.18261979536592216, -0.1694599630425216, -0.3281099258456406, -0.25925460129291333, -0.19321687178278393, -0.19822847152490727, -0.20081308179110893, -0.2732084604896222, -0.144694341896522, -0.2317956389855356, -0.17805635078289023, -0.38875125909529384, -0.2106487017189303, -0.09846931160543469, -0.1982909193294982, -0.3226297465408414, -0.26771511878655674], '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': 191.40673121511858, 'hecke_orbit': 11, 'hecke_orbit_code': 45035996542140528, 'label': '112.16.a.k.1.4', 'level': 112, 'weight': 16}
• 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

  
  {'ALdims': [11, 11, 11, 12], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [49, 46, 48, 46], 'Nk2': 28672, 'analytic_conductor': 159.81672571191086, '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': [112, 1, [15, 85, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 234, 'dim': 45, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 268435568, 'hecke_orbit_dims': [1, 2, 2, 3, 3, 4, 4, 4, 5, 5, 6, 6], 'label': '112.16.a', 'level': 112, '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, 7], 'level_radical': 14, 'mf_dim': 246, 'mf_new_dim': 45, 'num_forms': 12, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 45, 'sturm_bound': 256, 'trace_bound': 3, 'trace_display': [0, 0, 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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: 47153021
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 45035996542140528, 'source_is_minimal': False, 'source_label': '112.16.a.k.1.4', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 45035996542140528, 'target_is_minimal': False, 'target_label': '112.16.a.k.1.4', 'target_level': 112, 'twist_class_label': '56.16.a.d.1.3', 'twist_class_level': 56, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 16}
  • id: 47153022
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 4, 'source_hecke_orbit_code': 45035996542140528, 'source_is_minimal': False, 'source_label': '112.16.a.k.1.4', 'source_level': 112, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510799150547000, 'target_is_minimal': True, 'target_label': '56.16.a.d.1.3', 'target_level': 56, 'twist_class_label': '56.16.a.d.1.3', 'twist_class_level': 56, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 325300
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 45035996542140528, 'p': 2}
  • id: 325301
    {'charpoly_factorization': [[[407276670962918670336, 920981498933809152, 389754747939600, -139167824544, -49449384, 3864, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 3}
  • id: 325302
    {'charpoly_factorization': [[[-4725453448220579813424988160000, -118747559398285686206464000, 1231164414620743040000, 12965031932236160, -91967364316, -168532, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 5}
  • id: 325303
    {'charpoly_factorization': [[[-823543, 1], 6]], 'hecke_orbit_code': 45035996542140528, 'p': 7}
  • id: 325304
    {'charpoly_factorization': [[[-592994042696683364134949056900293367222960128, 182527717485381858510916756413288480768, 36269851614487657442050969249792, -532062606528155457812992, -13982980895895792, 58040072, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 11}
  • id: 325305
    {'charpoly_factorization': [[[-1038085231784208586552137903566519292189319789568, 8816239503249068099996584081572020934656, 502054348080350098659419658829952, -1450129502569581976402624, -49122782060743036, 15956444, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 13}
  • id: 325306
    {'charpoly_factorization': [[[4664039391829325686128018082739362010679070957822209600, 10358055675554173082861269429979721567205496640, -5241503999248071956252539934972987664, -16274334661073571209972533920, -4240637782558761636, 2879979060, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 17}
  • id: 325307
    {'charpoly_factorization': [[[422038052506516536067146112597104879528387348589889053696, 1826606634327195866133201696226061246392067654400, 547982640054660092066630397865340818704, -167087651804566568509857803744, -49340203224545039208, 3435500376, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 19}
  • id: 325308
    {'charpoly_factorization': [[[-8740952004706317230241540518956912774454695113896459501568, -39020993163522275610942481369163872239109948833792, -38331724590177302680556578625478513328128, -8354277530577336603236050010112, -33297816573679380992, 34508782592, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 23}
  • id: 325309
    {'charpoly_factorization': [[[959895471879576558227414298696990533796684381213207993515831711808, 43582400545602393937818107722240094890311813271216460736, 454606839307412338044451201612224784730026992, -2924042963654648322851777269758432, -45119288965000419605124, 46458543420, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 29}
  • id: 325310
    {'charpoly_factorization': [[[-1041906167124405702287116524214761289118533509651129435949861683200, 118039461725310954734853470375079944189939319147561594880, -38234045895411924218712894262791121185240832, -23076306111819703332323331036330752, -71927436615536870994016, 300765178336, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 31}
  • id: 325311
    {'charpoly_factorization': [[[-149724943335697195657182782984498521866363403090564659816725951678912, 5453710195522664830220410073042455712084105999362456302784, -9549215006548547502003273230215294799587220752, -429567298314823060096689436427621216, -723209924508287112166948, 509722422412, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 37}
  • id: 325312
    {'charpoly_factorization': [[[-98532718648128047177101176871496764579299229940567326285039693888352192, 117313234575169141702210277636913832276673860563209168244800, 2259935561512421297631968044761436753544975410160, 2132281934550521010983512903314664928, -2333697570022372881123844, -1619276439676, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 41}
  • id: 325313
    {'charpoly_factorization': [[[3310382316668017742523861470192139291247604190553549211841106997960245248, 33628944534982755555561072101758294974524706110745308028469248, -2489921319443783900571252915333823903416642314240, -31081695666840099236246878709925366784, -9462118609249052587453296, 2727781008680, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 43}
  • id: 325314
    {'charpoly_factorization': [[[-16301190992896411574730702936397800719131746401543674927594586510891658493952, -1054425006202700681345155246736275712537049720954027194555478016, 2052576769537100901653999434299615643693838162974976, 83723849347261608028631052445548502784, -80499647296767731349350752, -1567726443808, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 47}
  • id: 325315
    {'charpoly_factorization': [[[10271957621356281442068008166138383706114669955748714816075250595668477897792, 14494654702364994508234131142655291772639372840504813121721882304, 5909522559427412863367356981358005291967941549432560, 223282654348499909988991263127611257760, -200647949624752919080262148, -2612518893588, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 53}
  • id: 325316
    {'charpoly_factorization': [[[-247160451666372958124537991485225829465490225648006033373094880668684649611214848, 6273268909859531093913567534322481147369924360336753846741959274496, 1465095771335878602292778274392905541835536959632175632, -11107902461432797788310982681265456429024, -2227163510543616571215943016, 5112561397384, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 59}
  • id: 325317
    {'charpoly_factorization': [[[3123908843087887123229667488524686565808158905936582669677262447609795166617600, 1477902644122989095532998425382994841160863134580246066734985543680, 146602931082835661720018682699671780987840631782174208, -5272551127696602560489846981069820625152, -918267622008690527663907452, -4545346033732, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 61}
  • id: 325318
    {'charpoly_factorization': [[[3350362233106629064935627819277661437582032854717793520279987455459309109104513024, 93095620712167959239662303537181021285431729205699479403193989068800, -9321919184697912847452975585976820396468315608295710976, -441206559077365826793532121894385043410688, -3694590565032695195647415952, 74088461612408, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 67}
  • id: 325319
    {'charpoly_factorization': [[[-84179671366168507593124850730523939117540231999406712363431193206451832094720000, 64936350580587445095249997277166356171942095328961111141320858009600, -8150397955288888633009304937994561963524453544867397632, -732606745955083868096717430765622886907904, -11023761842915365634459712448, 51092191255952, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 71}
  • id: 325320
    {'charpoly_factorization': [[[343669001661917000533918477908791010609983311987940653022558479960948238885633180224, 5892950613439743054255339432204820183191296378982786217612698190691392, -445126233858354192462423454064755139487903456410437197328, 4774625184273393482725414467203976710332384, 6919752474794358453028551644, -294343628983292, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 73}
  • id: 325321
    {'charpoly_factorization': [[[650830357788825302274107657140826971254077473113808573923112734585282398298475331584, -42392795930252727723910308728337627507120391841506906008846690668904448, 743570710384825615363068332115672415962044439443028611072, -336384563358732264879125062610925003298816, -58754606848330115797515047296, 56070305620928, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 79}
  • id: 325322
    {'charpoly_factorization': [[[-24430910723114017565807485271461043604061820967397230453116153383197394119376159628288, -1166023306521747434891639021944465079776359922842961255061003439216487680, -12932095967817879283991047999226968097649288342828408216048, -16866476814425627097147374844795604138867040, 254079264981798046162253468760, 984559173278520, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 83}
  • id: 325323
    {'charpoly_factorization': [[[170980344446991056172685547715358188829727014849362643481849926837604663622246868163136, 6461235051948368160308641729609275982330417123360276290522567942980590656, -43545529938548308806847964148402026423814810974324863261200, -31594358872694628308387841677986857954036768, 696780703547933782256984211804, -1528383063352572, 1], 1]], 'hecke_orbit_code': 45035996542140528, 'p': 89}
  • id: 325324
    {'charpoly_factorization': [[[-100113670146539732010117104529553560880601026122460800987278072841793273145179044237025728, 905599998827981043941273785854691829688349400630719684616989324662753318720, -2663024613471010024431551227097872287723126267511570549762320, 2796673555685844794754037620004425993451532640, 306518598646830265571816801884, -2255703641701580, 1], 1]], 'hecke_orbit_code': 45035996542140528, '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': 11, 'label': '112.16.a.k', 'level': 112, 'portrait': 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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55369099
    {'hecke_orbit_code': 45035996542140528, 'n': 1, 'trace_an': 6}
  • id: 55369100
    {'hecke_orbit_code': 45035996542140528, 'n': 2, 'trace_an': 0}
  • id: 55369101
    {'hecke_orbit_code': 45035996542140528, 'n': 3, 'trace_an': -3864}
  • id: 55369102
    {'hecke_orbit_code': 45035996542140528, 'n': 4, 'trace_an': 0}
  • id: 55369103
    {'hecke_orbit_code': 45035996542140528, 'n': 5, 'trace_an': 168532}
  • id: 55369104
    {'hecke_orbit_code': 45035996542140528, 'n': 6, 'trace_an': 0}
  • id: 55369105
    {'hecke_orbit_code': 45035996542140528, 'n': 7, 'trace_an': 4941258}
  • id: 55369106
    {'hecke_orbit_code': 45035996542140528, 'n': 8, 'trace_an': 0}
  • id: 55369107
    {'hecke_orbit_code': 45035996542140528, 'n': 9, 'trace_an': 27735822}
  • id: 55369108
    {'hecke_orbit_code': 45035996542140528, 'n': 10, 'trace_an': 0}
  • id: 55369109
    {'hecke_orbit_code': 45035996542140528, 'n': 11, 'trace_an': -58040072}
  • id: 55369110
    {'hecke_orbit_code': 45035996542140528, 'n': 12, 'trace_an': 0}
  • id: 55369111
    {'hecke_orbit_code': 45035996542140528, 'n': 13, 'trace_an': -15956444}
  • id: 55369112
    {'hecke_orbit_code': 45035996542140528, 'n': 14, 'trace_an': 0}
  • id: 55369113
    {'hecke_orbit_code': 45035996542140528, 'n': 15, 'trace_an': 705059136}
  • id: 55369114
    {'hecke_orbit_code': 45035996542140528, 'n': 16, 'trace_an': 0}
  • id: 55369115
    {'hecke_orbit_code': 45035996542140528, 'n': 17, 'trace_an': -2879979060}
  • id: 55369116
    {'hecke_orbit_code': 45035996542140528, 'n': 18, 'trace_an': 0}
  • id: 55369117
    {'hecke_orbit_code': 45035996542140528, 'n': 19, 'trace_an': -3435500376}
  • id: 55369118
    {'hecke_orbit_code': 45035996542140528, 'n': 20, 'trace_an': 0}
  • id: 55369119
    {'hecke_orbit_code': 45035996542140528, 'n': 21, 'trace_an': -3182170152}
  • id: 55369120
    {'hecke_orbit_code': 45035996542140528, 'n': 22, 'trace_an': 0}
  • id: 55369121
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