Newform data - 23.25.b.a

Formats: - HTML - YAML - JSON - 2024-09-20T18:14:42.260929

• 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': 14375, 'analytic_conductor': 83.94244501934989, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'cm_discs': [-23], 'conrey_index': 22, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1951, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 69138907159, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, -23]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '23.25.b.a', 'level': 23, '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': [23], 'level_radical': 23, 'minimal_twist': '23.25.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-1951q^{2}-1062686q^{3}-12970815q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '24.2.1.d2', 'self_twist_discs': [-23], 'self_twist_type': 1, 'space_label': '23.25.b', 'trace_display': [-1951, -1062686, 0, 0], 'trace_hash': 538589304147236542, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.934', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.752', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.086', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [1, -1951, -1062686, -12970815, 0, 2073300386, 0, 58038408481, 846871998115, 0, 0, 13783903509090, 25363320370274, 0, 0, 104381230004609, 0, -1652247268322365, 0, 0, 0, 0, 21914624432020321, -61676604155039966, 59604644775390625, -49483838042404574, -599825101783988924, 0, -647932355939762206, 0, 1237087799571624194, -1177370695120961055, 0, 0, 0, -10984620016230013725, 0, 0, -26953245471004995964, 0, 12576527614080568514, 0, 0, 0, 0, -42755432266871646271, 192261621286365409154, -110924471788677919774, 191581231380566414401, -116288661956787109375, 0, -328982936308555553310, 0, 1170258773580562390724, 0, 0, 0, 1264116026438476063906, -3163397976515704019038, 0, 0, -2413558296964238802494, 0, 545823784047988829761, 0, 0, 0, 0, -23288364579165946842206, 0, 2861536906024780963394, 49151102957719032013315, 3932686548449574639554, 0, -63341021537780761718750, 0, 0, 52585781913930747125764, 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-106998974130552134321614413421786334, 72578077298869163845890054519749956, 0, 0, -111337976678028940347587529753667262, 0, 762856568304159787956062322886887330, -494975930502249480163939964354573566, 0, 0, -206061715731439391236812674824344510, 357759852257067866705195582530445636, 0, 0, 1246635170868949775610409465498198310, 0, 0, 0, 0, 0, 0, 275609879321508261591000065280772994, -330199371782800401096890736563746142, 0, 0, -934907343917508657286989019432318366, 0, 99745988844193644487510559366217796, 0, -1016646112828151636111058559679904892, 0, 0, 0, 0, -736903946138741608883321556026131710, 0, 0, 0, 0, 909973562883435345159671779592992515, 0, 0, 0, 0, 0, 563091060878359724363180350501611074, 571662808467175279283673406945523521, 0, 0, 0, 3291993815572651434490964527049648550, 0, 683667654519091706357838681566664706, -1606538621843158958196640014648437500, 0, 0, -1452699084896503439851706512894106876, 0, 0, 0, 629567439047146056901427508758165986, 0, -775677515298576462017958919671230524, 0, 0, 0, 0, 0, 0, 692487153287694396767835562988885762, -1456510922507303324932407040569764670, -3675289452334381988191769594780492284, 0, 0, 0, -1399341932338677743037678223559764318, -929954050621120523367937274857897694, 0, 0], 'weight': 25, 'weight_parity': -1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [-1951], [-1062686], [-12970815], [0], [2073300386], [0], [58038408481], [846871998115], [0], [0], [13783903509090], [25363320370274], [0], [0], [104381230004609], [0], [-1652247268322365], [0], [0], [0], [0], [21914624432020321], [-61676604155039966], [59604644775390625], [-49483838042404574], [-599825101783988924], [0], [-647932355939762206], [0], [1237087799571624194], [-1177370695120961055], [0], [0], [0], [-10984620016230013725], [0], [0], [-26953245471004995964], [0], [12576527614080568514], [0], [0], [0], [0], [-42755432266871646271], [192261621286365409154], [-110924471788677919774], [191581231380566414401], [-116288661956787109375], [0], [-328982936308555553310], [0], [1170258773580562390724], [0], [0], [0], [1264116026438476063906], [-3163397976515704019038], [0], [0], [-2413558296964238802494], [0], [545823784047988829761], [0], [0], [0], [0], [-23288364579165946842206], [0], [2861536906024780963394], [49151102957719032013315], [3932686548449574639554], [0], [-63341021537780761718750], [0], [0], [52585781913930747125764], [0], [0], [398244072228062297956549], [-24536805375071189170814], [0], [0], [0], [0], [688548643604202139645316], [0], [0], [0], [0], [-284250539302215659931615], [-1314635885375571028225084], [-375102423129698913259454], [0], [1251175354515313619693730], [0], [-373774982423485074496351], [0], [-773120820522308349609375]], 'ap': [[-1951], [-1062686], [0], [0], [0], [25363320370274], [0], [0], [21914624432020321], [-647932355939762206], [1237087799571624194], [0], [12576527614080568514], [0], [192261621286365409154], [0], [-3163397976515704019038], [0], [0], [2861536906024780963394], [3932686548449574639554], [0], [0], [0], [0], [1232803099897302784125602], [0], [0], [0], [0], [-34054487784315418400160766], [-50230119898997545243507486], [0], [55486301924243508820625954], [0], [-67789970468513895647884606], [0], [-700669856961336349190119966], [-899102398309431810000511678], [1038399667405760692100147042], [378968248745884231925131874], [0], [0], [2302106973484457366912143874], [4730488563435911112368744354], [0], [-15341146573471631676258636958], [29485559307247725091216285442], [0], [0], [15886566552020007319263490754], [56812462912989014867864629634], [0], [0], [-164519206105451200016016319486], [0], [176123215735582852399671284834], [290580725766681755395767204482], [-14152290310903172639719965406], [0], [0], [0], [-597478028014721872023695632798], [-336656220423594426486465035326], [0], [956675925746788455019694020322], [3458490515857348255450593679394], [0], [6091634595875038459962372485282], [5886131418247189742996317412834], [-3714821802709540469396461502206], [0], [0], [0], [0], [0], [0], [-23685180763912862220347978747806], [0], [-33959397294442239576664224316606], [0], [0], [0], [0], [-101769508386620241105857095107646], [-86362735901012980139856918991966], [-60508317569160446090218912780798], [0], [54843144095618725946496367720034], [57067133099963577830644556511362], [0], [0], [-350419095089232038112680000803006], [-322689615093360357202166842008286], [476655074639221180608886353079394], [0], [-576114846418450066007768240494366], [0], [0], [1202149800224223373512421010161634], [-46652060222847078846828053311006], [0], [0], [0], [0], [1591627341595707816374247516559874], [2753656579469682272029396938188834], [-3691347395692388409497555644751998], [90016743521838561208163564126402], [4424054172813196309247702593995074], [-3690724985326582961886369069753598], [0], [0], [0], [0], [0], [0], [-5844206582830408042588366734625726], [10452462645176222449482984531357794], [0], [0], [-10397210292565823918480805275897086], [0], [9394552094589686782446266057532194], [5568944888109601499890147441918562], [0], [0], [5338788262801869818206023250158722], [0], [0], [42965952155836517046022904384927714], [0], [0], [0], [-74339050886831891613215081646687166], [0], [0], [0], [0], [73490102078638330206229890903226562], [135154849097126968831390603475879714], [-62233425641466356683720896611658718], [-192355925510416578594649248416390206], [0], [141623079962043290670833380193414882], [0], [-163461649468999917936693586020945118], [-33413516582638169442225861626897086], [321027656218964732324651083408197794], [101695728460736570778312841008882434], [351654520678728803269933342824102242], [0], [407247085852114150521262060260685922], [445179824716683881424664040598585794], [0], [0], [0], [-494975930502249480163939964354573566], [0], [0], [-934907343917508657286989019432318366], [0], [563091060878359724363180350501611074], [0], [0], [0], [692487153287694396767835562988885762], [-1399341932338677743037678223559764318]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 69138907159, 'hecke_ring_character_values': [[5, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '23.25.b.a', 'level': 23, 'maxp': 997, 'weight': 25}
• 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

  
  {'Nk2': 14375, 'analytic_conductor': 83.94244501934989, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 47, 'dim': 47, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69138907159, 'hecke_orbit_dims': [1, 2, 44], 'label': '23.25.b', 'level': 23, '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': [23], 'level_radical': 23, 'mf_dim': 49, 'mf_new_dim': 49, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 47, 'sturm_bound': 50, 'trace_bound': 1, 'trace_display': [-4232, -434562, 0, 0], 'traces': [47, -4232, -434562, 368092008, 0, -5593673229, 0, 74005246931, 5067330597741, 0, 0, -20495626037781, 5771152551358, 0, 0, 2645975722662160, 0, -67874545343901, 0, 0, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 18136
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.25.b.a', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.25.b.a', 'target_level': 23, 'twist_class_label': '23.25.b.a', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 25}
  • id: 18137
    {'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -23, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.25.b.a', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.25.b.a', 'target_level': 23, 'twist_class_label': '23.25.b.a', 'twist_class_level': 23, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 25}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 89300
    {'charpoly_factorization': [[[1951, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 2}
  • id: 89301
    {'charpoly_factorization': [[[1062686, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 3}
  • id: 89302
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 5}
  • id: 89303
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 7}
  • id: 89304
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 11}
  • id: 89305
    {'charpoly_factorization': [[[-25363320370274, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 13}
  • id: 89306
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 17}
  • id: 89307
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 19}
  • id: 89308
    {'charpoly_factorization': [[[-21914624432020321, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 23}
  • id: 89309
    {'charpoly_factorization': [[[647932355939762206, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 29}
  • id: 89310
    {'charpoly_factorization': [[[-1237087799571624194, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 31}
  • id: 89311
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 37}
  • id: 89312
    {'charpoly_factorization': [[[-12576527614080568514, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 41}
  • id: 89313
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 43}
  • id: 89314
    {'charpoly_factorization': [[[-192261621286365409154, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 47}
  • id: 89315
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 53}
  • id: 89316
    {'charpoly_factorization': [[[3163397976515704019038, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 59}
  • id: 89317
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 61}
  • id: 89318
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 67}
  • id: 89319
    {'charpoly_factorization': [[[-2861536906024780963394, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 71}
  • id: 89320
    {'charpoly_factorization': [[[-3932686548449574639554, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 73}
  • id: 89321
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 79}
  • id: 89322
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 83}
  • id: 89323
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, 'p': 89}
  • id: 89324
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69138907159, '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': 2, 'hecke_orbit': 1, 'label': '23.25.b.a', 'level': 23, 'portrait': 'data:image/png;base64,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', 'weight': 25}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5284093
    {'hecke_orbit_code': 69138907159, 'n': 10, 'trace_an': 0}
  • id: 5284130
    {'hecke_orbit_code': 69138907159, 'n': 1, 'trace_an': 1}
  • id: 5284131
    {'hecke_orbit_code': 69138907159, 'n': 2, 'trace_an': -1951}
  • id: 5284132
    {'hecke_orbit_code': 69138907159, 'n': 3, 'trace_an': -1062686}
  • id: 5284133
    {'hecke_orbit_code': 69138907159, 'n': 4, 'trace_an': -12970815}
  • id: 5284134
    {'hecke_orbit_code': 69138907159, 'n': 5, 'trace_an': 0}
  • id: 5284135
    {'hecke_orbit_code': 69138907159, 'n': 6, 'trace_an': 2073300386}
  • id: 5284136
    {'hecke_orbit_code': 69138907159, 'n': 7, 'trace_an': 0}
  • id: 5284137
    {'hecke_orbit_code': 69138907159, 'n': 8, 'trace_an': 58038408481}
  • id: 5284138
    {'hecke_orbit_code': 69138907159, 'n': 9, 'trace_an': 846871998115}
  • id: 5284139
    {'hecke_orbit_code': 69138907159, 'n': 11, 'trace_an': 0}
  • id: 5284140
    {'hecke_orbit_code': 69138907159, 'n': 12, 'trace_an': 13783903509090}
  • id: 5284141
    {'hecke_orbit_code': 69138907159, 'n': 13, 'trace_an': 25363320370274}
  • id: 5284142
    {'hecke_orbit_code': 69138907159, 'n': 14, 'trace_an': 0}
  • id: 5284143
    {'hecke_orbit_code': 69138907159, 'n': 15, 'trace_an': 0}
  • id: 5284144
    {'hecke_orbit_code': 69138907159, 'n': 16, 'trace_an': 104381230004609}
  • id: 5284145
    {'hecke_orbit_code': 69138907159, 'n': 17, 'trace_an': 0}
  • id: 5284146
    {'hecke_orbit_code': 69138907159, 'n': 18, 'trace_an': -1652247268322365}
  • id: 5284147
    {'hecke_orbit_code': 69138907159, 'n': 19, 'trace_an': 0}
  • id: 5284148
    {'hecke_orbit_code': 69138907159, 'n': 20, 'trace_an': 0}
  • id: 5284149
    {'hecke_orbit_code': 69138907159, 'n': 21, 'trace_an': 0}
  • id: 5284150
    {'hecke_orbit_code': 69138907159, 'n': 22, 'trace_an': 0}
  • id: 5284151
    {'hecke_orbit_code': 69138907159, 'n': 23, 'trace_an': 21914624432020321}
  • id: 5284152
    {'hecke_orbit_code': 69138907159, 'n': 24, 'trace_an': -61676604155039966}
  • id: 5284153
    {'hecke_orbit_code': 69138907159, 'n': 25, 'trace_an': 59604644775390625}
  • id: 5284154
    {'hecke_orbit_code': 69138907159, 'n': 26, 'trace_an': -49483838042404574}
  • id: 5284155
    {'hecke_orbit_code': 69138907159, 'n': 27, 'trace_an': -599825101783988924}
  • id: 5284156
    {'hecke_orbit_code': 69138907159, 'n': 28, 'trace_an': 0}
  • id: 5284157
    {'hecke_orbit_code': 69138907159, 'n': 29, 'trace_an': -647932355939762206}
  • id: 5284158
    {'hecke_orbit_code': 69138907159, 'n': 30, 'trace_an': 0}
  • id: 5284159
    {'hecke_orbit_code': 69138907159, 'n': 31, 'trace_an': 1237087799571624194}
  • id: 5284160
    {'hecke_orbit_code': 69138907159, 'n': 32, 'trace_an': -1177370695120961055}
  • id: 5284161
    {'hecke_orbit_code': 69138907159, 'n': 33, 'trace_an': 0}
  • id: 5284162
    {'hecke_orbit_code': 69138907159, 'n': 34, 'trace_an': 0}
  • id: 5284163
    {'hecke_orbit_code': 69138907159, 'n': 35, 'trace_an': 0}
  • id: 5284164
    {'hecke_orbit_code': 69138907159, 'n': 36, 'trace_an': -10984620016230013725}
  • id: 5284165
    {'hecke_orbit_code': 69138907159, 'n': 37, 'trace_an': 0}
  • id: 5284166
    {'hecke_orbit_code': 69138907159, 'n': 38, 'trace_an': 0}
  • id: 5284167
    {'hecke_orbit_code': 69138907159, 'n': 39, 'trace_an': -26953245471004995964}
  • id: 5284168
    {'hecke_orbit_code': 69138907159, 'n': 40, 'trace_an': 0}
  • id: 5284169
    {'hecke_orbit_code': 69138907159, 'n': 41, 'trace_an': 12576527614080568514}
  • id: 5284170
    {'hecke_orbit_code': 69138907159, 'n': 42, 'trace_an': 0}
  • id: 5284171
    {'hecke_orbit_code': 69138907159, 'n': 43, 'trace_an': 0}
  • id: 5284172
    {'hecke_orbit_code': 69138907159, 'n': 44, 'trace_an': 0}
  • id: 5284173
    {'hecke_orbit_code': 69138907159, 'n': 45, 'trace_an': 0}
  • id: 5284174
    {'hecke_orbit_code': 69138907159, 'n': 46, 'trace_an': -42755432266871646271}
  • id: 5284175
    {'hecke_orbit_code': 69138907159, 'n': 47, 'trace_an': 192261621286365409154}
  • id: 5284176
    {'hecke_orbit_code': 69138907159, 'n': 48, 'trace_an': -110924471788677919774}
  • id: 5284177
    {'hecke_orbit_code': 69138907159, 'n': 49, 'trace_an': 191581231380566414401}
  • id: 5284178
    {'hecke_orbit_code': 69138907159, 'n': 50, 'trace_an': -116288661956787109375}
  • id: 5284179
    {'hecke_orbit_code': 69138907159, 'n': 51, 'trace_an': 0}
  • id: 5284180
    {'hecke_orbit_code': 69138907159, 'n': 52, 'trace_an': -328982936308555553310}
  • id: 5284181
    {'hecke_orbit_code': 69138907159, 'n': 53, 'trace_an': 0}
  • id: 5284182
    {'hecke_orbit_code': 69138907159, 'n': 54, 'trace_an': 1170258773580562390724}
  • id: 5284183
    {'hecke_orbit_code': 69138907159, 'n': 55, 'trace_an': 0}
  • id: 5284184
    {'hecke_orbit_code': 69138907159, 'n': 56, 'trace_an': 0}
  • id: 5284185
    {'hecke_orbit_code': 69138907159, 'n': 57, 'trace_an': 0}
  • id: 5284186
    {'hecke_orbit_code': 69138907159, 'n': 58, 'trace_an': 1264116026438476063906}
  • id: 5284187
    {'hecke_orbit_code': 69138907159, 'n': 59, 'trace_an': -3163397976515704019038}
  • id: 5284188
    {'hecke_orbit_code': 69138907159, 'n': 60, 'trace_an': 0}
  • id: 5284189
    {'hecke_orbit_code': 69138907159, 'n': 61, 'trace_an': 0}
  • id: 5284190
    {'hecke_orbit_code': 69138907159, 'n': 62, 'trace_an': -2413558296964238802494}
  • id: 5284191
    {'hecke_orbit_code': 69138907159, 'n': 63, 'trace_an': 0}
  • id: 5284192
    {'hecke_orbit_code': 69138907159, 'n': 64, 'trace_an': 545823784047988829761}
  • id: 5284193
    {'hecke_orbit_code': 69138907159, 'n': 65, 'trace_an': 0}
  • id: 5284194
    {'hecke_orbit_code': 69138907159, 'n': 66, 'trace_an': 0}
  • id: 5284195
    {'hecke_orbit_code': 69138907159, 'n': 67, 'trace_an': 0}
  • id: 5284196
    {'hecke_orbit_code': 69138907159, 'n': 68, 'trace_an': 0}
  • id: 5284197
    {'hecke_orbit_code': 69138907159, 'n': 69, 'trace_an': -23288364579165946842206}
  • id: 5284198
    {'hecke_orbit_code': 69138907159, 'n': 70, 'trace_an': 0}
  • id: 5284199
    {'hecke_orbit_code': 69138907159, 'n': 71, 'trace_an': 2861536906024780963394}
  • id: 5284200
    {'hecke_orbit_code': 69138907159, 'n': 72, 'trace_an': 49151102957719032013315}
  • id: 5284201
    {'hecke_orbit_code': 69138907159, 'n': 73, 'trace_an': 3932686548449574639554}
  • id: 5284202
    {'hecke_orbit_code': 69138907159, 'n': 74, 'trace_an': 0}
  • id: 5284203
    {'hecke_orbit_code': 69138907159, 'n': 75, 'trace_an': -63341021537780761718750}
  • id: 5284204
    {'hecke_orbit_code': 69138907159, 'n': 76, 'trace_an': 0}
  • id: 5284205
    {'hecke_orbit_code': 69138907159, 'n': 77, 'trace_an': 0}
  • id: 5284206
    {'hecke_orbit_code': 69138907159, 'n': 78, 'trace_an': 52585781913930747125764}
  • id: 5284207
    {'hecke_orbit_code': 69138907159, 'n': 79, 'trace_an': 0}
  • id: 5284208
    {'hecke_orbit_code': 69138907159, 'n': 80, 'trace_an': 0}
  • id: 5284209
    {'hecke_orbit_code': 69138907159, 'n': 81, 'trace_an': 398244072228062297956549}
  • id: 5284210
    {'hecke_orbit_code': 69138907159, 'n': 82, 'trace_an': -24536805375071189170814}
  • id: 5284211
    {'hecke_orbit_code': 69138907159, 'n': 83, 'trace_an': 0}
  • id: 5284212
    {'hecke_orbit_code': 69138907159, 'n': 84, 'trace_an': 0}
  • id: 5284213
    {'hecke_orbit_code': 69138907159, 'n': 85, 'trace_an': 0}
  • id: 5284214
    {'hecke_orbit_code': 69138907159, 'n': 86, 'trace_an': 0}
  • id: 5284215
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