Newform data - 25.22.a.b

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• 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': 12100, 'analytic_conductor': 69.86933607176553, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [25, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 43879718629, 'field_disc_factorization': [[137, 1], [320289917, 1]], 'field_poly': [-2833496, -54559, -1, 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': [[2, [2939762688, -2780624, -1312, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599996469273, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1920, 'hecke_ring_index_factorization': [[2, 7], [3, 1], [5, 1]], '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': '25.22.a.b', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.22.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(437-\\beta _{1})q^{2}+(-17400-8\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.22.a', 'trace_display': [1312, -52194, 0, -684416558], 'trace_hash': 2114791082642102832, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '2.924', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.130', 'prec': 10}, {'__RealLiteral__': 0, 'data': '22.954', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.449', 'prec': 14}, {'__RealLiteral__': 0, 'data': '272.840', 'prec': 20}], 'trace_zratio': 0, 'traces': [3, 1312, -52194, 991136, 0, 24240576, -684416558, -1119275520, 2005625619, 0, 3188512736, 360872818752, 806175066506, -2283397948608, 0, -10479435607552, 16961161134802, 26571910008096, -44935143007580, 0, -144461757746124, 69701967065344, -82414520384394, 449024812508160, 0, 1515879905564096, -1866773517058620, -2218802673475136, 3389018859897730, 0, -6812743664731804, 371798300106752, 20197271068193472, -10028428698495808, 0, -24164539493823072, 23856271365190122, -2807226531927680, -11235137887174812, 0, -49647395751104174, -249682606991669376, -199870052780875594, 240654119301164032, 0, 89809925464276416, -508965476398760918, -460971062569503744, -301524878072510729, 0, -1594797966126846924, 412440688945897152, 3545626083540687106, -2420594019398954880, 0, 445800038529592320, 822518378865773160, -1468488555126848320, 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• 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, 0, 0], [437, -1, 0], [-17400, -8, 2], [330323, -190, 23], [0, 0, 0], [8068638, -37090, 2428], [-228041772, 300104, -8862], [-372693648, 1164400, 30176], [667238265, -3751680, -159144], [0, 0, 0], [1059651892, -10787200, 1230140], [120273840606, -50679916, -617018], [268667165366, -173236288, -334120], [-761003559078, 404116930, -16845556], [0, 0, 0], [-3493281726352, -368413280, -41158224], [5654574805790, 2636524864, -73242296], [8858856758805, 4752539247, -92270928], [-14979218747756, -2508418160, -4817528], [0, 0, 0], [-48144706153236, 27955677120, -316390704], [23223489877304, -33125756112, 1628322680], [-27478718000148, -15973619368, -5659996682], [149669213900832, -12552264480, -4618541184], [0, 0, 0], [505222356841270, -216444592270, 3609551984], [-622178619562368, 240530950800, -2872579284], [-739434953453742, 507423556108, -9610442198], [1129811644919846, 462818218560, -46743356752], [0, 0, 0], [-2269829541616728, 3214120544400, 40919337220], [124667228860672, 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[-514302079918818586882708518174597332, 1163755598330031440018298456878480, 21101216812332770416768357888784], [-1728447510867859640898739768101116330, -385870088179826857492989229956608, 2441434552195624390319367941312], [1886868429750169525404525830937167078, -1525363510801078409138133804004096, 2456888774407648879043598397488], [-1480976453355138932538775149149962184, 151724737990476579206286553273912, 45510863699653133217710465400930], [-1084571338366489816088817218009238426, 1218715413687855541000093611024640, 19101772457819113232045950169912], [320330110039384636729920995203396532, 1245061336943946376713264126213600, -36448286182563615478668846509820], [-407497585464575353309663248193646840, -1596195398151047649641675318186400, -43410294899731839989442928884320]], 'char_orbit_index': 1, 'field_poly': [-2833496, -54559, -1, 1], 'hecke_orbit_code': 4503599996469273, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 99, 99], 'hecke_ring_inverse_denominators': [1, 480, 160], 'hecke_ring_inverse_numerators': [[1, 0, 0], [177, 50, 1], [5820541, 2610, -27]], 'hecke_ring_numerators': [[1, 0, 0], [-145633, 324, 4], [7264127, 31320, -200]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '25.22.a.b', 'level': 25, 'maxp': 2999, 'weight': 22}
• 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': [15, 17], 'ALdims_eis_new': [1, 2], 'ALdims_eis_old': [2, 1], 'ALdims_old': [9, 8], 'Nk2': 12100, 'analytic_conductor': 69.86933607176553, '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': [25, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 49, 'dim': 32, 'eis_dim': 6, 'eis_new_dim': 3, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098777, 'hecke_orbit_dims': [1, 3, 4, 7, 7, 10], 'label': '25.22.a', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 55, 'mf_new_dim': 35, 'num_forms': 6, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 55, 'trace_bound': 2, 'trace_display': [-1310, -6590, 0, -428951550], 'traces': [32, -1310, -6590, 32915734, 0, 32120394, 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-38516313801337006037673279324810, 12287433652396046746823281272578, 0, -122579030891555466507796084803432, 42498491365527911906562137121770, -66348874230117801183908794083240, -120458380392381166615390564818690, 0, 57759239325149716273508503445454, 79795590172443558682817722605680, -62875178954421133622371528836840, -37955326127669681487447349778052, 0, -15099217302964502880148906365756, 141455447224435464513106910394640, 43949948900128402038592891957600, 35762843331773358435366640098870, 0, -21040329296907210457442701778880, 61553704879449767665637572396280, -20764796938938764374682742396210, -69620133738198223600797372844170, 0, 19637420498888531937678172982280, -28472163346474380882430715279400, 26476778765352727837956592914080, -143942860348456009729103497752828, 0, 71408682780770783852371265288944, 21892514761621313705821063150080, -130636563748475449262544008184480, -323086739856340476983315216150544, 0, 6285003869051839358694842986374, 102053700757530672712990108797780, -48630380766787140904221015068600, 74113990092398059421470103958180, 0], 'weight': 22, 'weight_parity': 1}
• 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: 20491
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.22.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.22.a.a', 'target_level': 5, 'twist_class_label': '5.22.a.a', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 20492
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.22.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.22.a.b', 'target_level': 25, 'twist_class_label': '5.22.a.a', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 20493
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.22.a.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.22.b.b', 'target_level': 25, 'twist_class_label': '5.22.a.a', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 20494
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.22.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '45.22.a.d', 'target_level': 45, 'twist_class_label': '5.22.a.a', 'twist_class_level': 5, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 20495
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.22.a.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '80.22.a.e', 'target_level': 80, 'twist_class_label': '5.22.a.a', 'twist_class_level': 5, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 96875
    {'charpoly_factorization': [[[2939762688, -2780624, -1312, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 2}
  • id: 96876
    {'charpoly_factorization': [[[138641899095576, -15331235796, 52194, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 3}
  • id: 96877
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503599996469273, 'p': 5}
  • id: 96878
    {'charpoly_factorization': [[[54506775750503271738050088, -452843344656386964, 684416558, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 7}
  • id: 96879
    {'charpoly_factorization': [[[36127230640909674252189820649472, -6425406831615965984768, -3188512736, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 11}
  • id: 96880
    {'charpoly_factorization': [[[17679435387302384208773016675745736, 115331162457643365156044, -806175066506, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 13}
  • id: 96881
    {'charpoly_factorization': [[[182626457866768821088588377410922011688, 51652303709168468526907756, -16961161134802, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 17}
  • id: 96882
    {'charpoly_factorization': [[[3072207672615575502139948387180743496000, 651816047019001386441326000, 44935143007580, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 19}
  • id: 96883
    {'charpoly_factorization': [[[-19916137067189590944326285511989529760232904, -127652949023863628605812644916, 82414520384394, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 23}
  • id: 96884
    {'charpoly_factorization': [[[8585476174552820207046864527220599148234609000, -5600675744852725982566899612500, -3389018859897730, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 29}
  • id: 96885
    {'charpoly_factorization': [[[-179681853143740230717231116987561148341165247168, -26346014861537563913992591848528, 6812743664731804, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 31}
  • id: 96886
    {'charpoly_factorization': [[[23215277009126348393611842226004313306527383010888, -1166392013119842012999125262081204, -23856271365190122, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 37}
  • id: 96887
    {'charpoly_factorization': [[[-965559921058787622269775242414858376774069270588888, -22454146180601545725909151798005908, 49647395751104174, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 41}
  • id: 96888
    {'charpoly_factorization': [[[-1101559135335922793598986878542462544512662725482184, -3037018783702443406907591996093236, 199870052780875594, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 43}
  • id: 96889
    {'charpoly_factorization': [[[-88480789186222109930984925363842453511928517486947512, -204136862249139049679048017065864884, 508965476398760918, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 47}
  • id: 96890
    {'charpoly_factorization': [[[877150797622290221819641839685254165930344936328547176, 2527147878792083736503519600188319404, -3545626083540687106, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 53}
  • id: 96891
    {'charpoly_factorization': [[[-25220618964608941531059231864571225112434635475972248000, -17323612406601626368853376681594914000, 650848706168079340, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 59}
  • id: 96892
    {'charpoly_factorization': [[[39887780208171986193991941529173647823294016040057993272, -20764121274225525788913600405974582068, -643651002172551286, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 61}
  • id: 96893
    {'charpoly_factorization': [[[3339267669801182689693538134707159015162667854303013811688, -587641705367637786833388983473515250644, -11493455830379237602, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 67}
  • id: 96894
    {'charpoly_factorization': [[[-551962162949855407203254465882463876985187140450520298048, -208702546708588049493493542780250877648, 41575494021157520084, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 71}
  • id: 96895
    {'charpoly_factorization': [[[-45400739210447558142056037049981811528786310908853744592504, 3887297931501630216330822426531136806284, -108840333868721911706, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 73}
  • id: 96896
    {'charpoly_factorization': [[[605908296618764194214482836472508455979446608569248065984000, 22585016047229572818181654653049845432000, 265396008068457278920, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 79}
  • id: 96897
    {'charpoly_factorization': [[[-4109989816599674987495346564965933407401960428444477355144, -5329127267330826213480502647060791887476, -45515973040135428006, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 83}
  • id: 96898
    {'charpoly_factorization': [[[7748751537361186063071399326649182339636521333785576789543000, -139669811939024220323020696076301337012500, 195933029129764845810, 1], 1]], 'hecke_orbit_code': 4503599996469273, 'p': 89}
  • id: 96899
    {'charpoly_factorization': [[[-279418316832260926893729347152241328495600594984590545106200312, -277133811003133294177762579593318495127284, 873983726212745205318, 1], 1]], 'hecke_orbit_code': 4503599996469273, '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': 2, 'label': '25.22.a.b', 'level': 25, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 20008482
    {'hecke_orbit_code': 4503599996469273, 'n': 1, 'trace_an': 3}
  • id: 20008483
    {'hecke_orbit_code': 4503599996469273, 'n': 2, 'trace_an': 1312}
  • id: 20008484
    {'hecke_orbit_code': 4503599996469273, 'n': 3, 'trace_an': -52194}
  • id: 20008485
    {'hecke_orbit_code': 4503599996469273, 'n': 4, 'trace_an': 991136}
  • id: 20008486
    {'hecke_orbit_code': 4503599996469273, 'n': 5, 'trace_an': 0}
  • id: 20008487
    {'hecke_orbit_code': 4503599996469273, 'n': 6, 'trace_an': 24240576}
  • id: 20008488
    {'hecke_orbit_code': 4503599996469273, 'n': 7, 'trace_an': -684416558}
  • id: 20008489
    {'hecke_orbit_code': 4503599996469273, 'n': 8, 'trace_an': -1119275520}
  • id: 20008490
    {'hecke_orbit_code': 4503599996469273, 'n': 9, 'trace_an': 2005625619}
  • id: 20008491
    {'hecke_orbit_code': 4503599996469273, 'n': 10, 'trace_an': 0}
  • id: 20008492
    {'hecke_orbit_code': 4503599996469273, 'n': 11, 'trace_an': 3188512736}
  • id: 20008493
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