Embedded newform data - 75.22.a.m.1.7

Formats: - HTML - YAML - JSON - 2024-04-28T09:35:40.851694

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 36300, 'analytic_conductor': 209.60800821529656, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 10, 'field_disc': 157968587052022495023968149087930777693376471179887958766554714049836339791532392276610842992355080669, 'field_disc_factorization': [[13, 1], [18257, 1], [641053267, 1], [30395562170530404251, 1], [639915278949812554610687780323129, 1], [53379092746575885868468153318776713, 1]], 'field_poly': [4729332062567824907768533377518, 44269185428005803484908321595, 93639331506281672292832825, -53427455410418539963580, -159833300365521427920, 14206919536731394, 80619202368510, -930225020, -15486550, -5, 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, [7984952206625531876522032365568, 55591356809985564504458526720, 79229750481103099894169600, -93942657066188274401280, -150135086787371141120, 45327987740444544, 78367524408160, -8951036520, -15299350, 645, 1]]], 'hecke_orbit': 13, 'hecke_orbit_code': 54043195897544779, 'hecke_ring_generator_nbound': 23, 'hecke_ring_index': 234365481000000000000000000000000, 'hecke_ring_index_factorization': [[2, 24], [3, 14], [5, 24], [7, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.22.a.m', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.22.b.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-65+\\beta _{1})q^{2}+3^{10}q^{3}+(1004337+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.22.a', 'trace_display': [-645, 590490, 0, -115357290], 'trace_hash': 401430437493509156, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '217.015', 'prec': 24}, {'__RealLiteral__': 0, 'data': '13.334', 'prec': 20}, {'__RealLiteral__': 0, 'data': '7652.400', 'prec': 27}], 'trace_zratio': 0, 'traces': [10, -645, 590490, 10043205, 0, -38086605, -115357290, -314142735, 34867844010, 0, 5976221790, 593041212045, -842570747430, 1605059874570, 0, 6061861547825, -12910340404230, -2248975938645, -76155422176280, 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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• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[3, -1], [5, -1]], 16, 2], [[[3, 1], [5, 1]], 15, 5], [[[3, 1], [5, -1]], 18, 2], [[[3, -1], [5, 1]], 17, 5]], 'ALdims': [15, 18, 17, 16], 'Nk2': 36300, 'analytic_conductor': 209.60800821529656, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 204, 'dim': 66, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098827, 'hecke_orbit_dims': [1, 1, 1, 2, 3, 3, 3, 4, 6, 6, 8, 8, 10, 10], 'label': '75.22.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 216, 'mf_new_dim': 66, 'num_forms': 14, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 66, 'sturm_bound': 220, 'trace_bound': 2, 'trace_display': [1598, 0, 0, 559598932], 'traces': [66, 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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: 47555089
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 54043195897544779, 'source_is_minimal': False, 'source_label': '75.22.a.m.1.7', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 7, 'target_hecke_orbit_code': 54043195897544779, 'target_is_minimal': False, 'target_label': '75.22.a.m.1.7', 'target_level': 75, 'twist_class_label': '15.22.b.a.4.8', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 47555090
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 54043195897544779, 'source_is_minimal': False, 'source_label': '75.22.a.m.1.7', 'source_level': 75, 'target_conrey_index': 4, 'target_dim': 20, 'target_embedding_index': 13, 'target_hecke_orbit_code': 69088575503, 'target_is_minimal': True, 'target_label': '15.22.b.a.4.13', 'target_level': 15, 'twist_class_label': '15.22.b.a.4.8', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 47555091
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 54043195897544779, 'source_is_minimal': False, 'source_label': '75.22.a.m.1.7', 'source_level': 75, 'target_conrey_index': 4, 'target_dim': 20, 'target_embedding_index': 8, 'target_hecke_orbit_code': 69088575503, 'target_is_minimal': True, 'target_label': '15.22.b.a.4.8', 'target_level': 15, 'twist_class_label': '15.22.b.a.4.8', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 47555092
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 54043195897544779, 'source_is_minimal': False, 'source_label': '75.22.a.m.1.7', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 58546795524915275, 'target_is_minimal': False, 'target_label': '75.22.a.n.1.4', 'target_level': 75, 'twist_class_label': '15.22.b.a.4.8', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 22}
  • id: 47555093
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 54043195897544779, 'source_is_minimal': False, 'source_label': '75.22.a.m.1.7', 'source_level': 75, 'target_conrey_index': 19, 'target_dim': 20, 'target_embedding_index': 8, 'target_hecke_orbit_code': 13510867970687021, 'target_is_minimal': False, 'target_label': '45.22.b.d.19.8', 'target_level': 45, 'twist_class_label': '15.22.b.a.4.8', 'twist_class_level': 15, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 47555094
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 7, 'source_hecke_orbit_code': 54043195897544779, 'source_is_minimal': False, 'source_label': '75.22.a.m.1.7', 'source_level': 75, 'target_conrey_index': 19, 'target_dim': 20, 'target_embedding_index': 13, 'target_hecke_orbit_code': 13510867970687021, 'target_is_minimal': False, 'target_label': '45.22.b.d.19.13', 'target_level': 45, 'twist_class_label': '15.22.b.a.4.8', 'twist_class_level': 15, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 239025
    {'charpoly_factorization': [[[7984952206625531876522032365568, 55591356809985564504458526720, 79229750481103099894169600, -93942657066188274401280, -150135086787371141120, 45327987740444544, 78367524408160, -8951036520, -15299350, 645, 1], 1]], 'hecke_orbit_code': 54043195897544779, 'p': 2}
  • id: 239026
    {'charpoly_factorization': [[[-59049, 1], 10]], 'hecke_orbit_code': 54043195897544779, 'p': 3}
  • id: 239027
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 54043195897544779, 'p': 5}
  • id: 239028
    {'charpoly_factorization': [[[-525412450114933707784187958503573715506378070102636491685660635181099304734271104000000, 1271392920238076540620603947890902719069955513885532081512464714713706497280000, 55218488761280091149917840325323877436020028721669334712818018285760000, -63886702582757101957722590298935989158314756304446484035510400, -873703432587023667655633868892545587923589645954872000, 144164149109516351619231563594392882908771168, 2799843209656973911444520824941692880, -205705276080307510974589080, -3012922111464575460, 115357290, 1], 1]], 'hecke_orbit_code': 54043195897544779, 'p': 7}
  • id: 239029
    {'charpoly_factorization': [[[-6126352839497461623723543036624671348732018881426878899311508940534978059064006146040355576736603065685434368, -48807198821256891828401083226043580210972637861086868868833410661422000182126622806024244599920640, 8312594828687740336601620369515405930001132425068630290718605538001040998923229331161600, 31815285174606280975076951294092898810274907101794378847473245890485408787840, -3784277285344737220959985588348502356651031370222408958362008479680, -5128452193243636817688857229959760585934768861571301408, 670960361377204677083170612336749479056348560, 363708727771388742281089879697160, -45556757826060340602900, -5976221790, 1], 1]], 'hecke_orbit_code': 54043195897544779, 'p': 11}
  • id: 239030
    {'charpoly_factorization': [[[-32422933763737478568154651507522463617539299660686072808235028408823670103173249963157188646906298179383576684920832, 330396835785699976775399281996122115268322689840294538850747396654993984762174922291113883402591602606080, 2293414256000537295685121680913900346792272224896640826882976722028248539671846687675176755200, -15590870100856317068223445554328972673120632151621523983524408215374361488737729920, -43287025538387917706431217972926223992190889001940189703158239583161920, 199861237485766417038860749938849501868588174697507785095456, 293631495997468412372766974162419575345524858160, -795966904985620304695506868095715080, -978188259789838444862700, 842570747430, 1], 1]], 'hecke_orbit_code': 54043195897544779, 'p': 13}
  • id: 239031
    {'charpoly_factorization': [[[-114587440315011943715222114868023327999253137773517810137763183688925174133998107782666299139554442402165860761798144862011416576, 50451663209182747801561341107723285194051363066060118486006815754050376180480767093851500420034121192811683247585280, 24253324892188116815766964402298702064228379724708843965302339842236591413901488480100341023221490424320, -8771463323123611095160505898468842405251043643510748806234956140003871321807083510080908160, -1330539160645315329264784077905447439865911084358599827624858828614619315994560, 301330793300344306168968547005967790191637871903339068365490552736, 29403181093604747138504704334230798885014673467558160, -3502059061928969070663363568977674520360, -288257777103052098243406420, 12910340404230, 1], 1]], 'hecke_orbit_code': 54043195897544779, 'p': 17}
  • id: 239032
    {'charpoly_factorization': [[[-476967966110296741231004485344717331904090879294807048413464350956997558232396378348767851176239593877612391207591843833525043200000, -236956004325752838596040234854568404365818275901245639108877122557383416660579424538363936108999229888600462275379200000, -22235152922327480484381823945066111530333055723807422757118190171384749918042040287284501781236552826880000, 3926994175977501979193170933350655688749261478150067626861883196385689233147247629444317184000, 682936302678786650455042688522591721542730213065530860425089385386443223754342400, 14224210506164981101960649660072223577420612996547525688539300069376, -2211113503535670401532659241800877312086296729207173120, -108624176112686357714477033397566417802240, 96283734067246986351653760, 76155422176280, 1], 1]], 'hecke_orbit_code': 54043195897544779, 'p': 19}
  • id: 239033
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    {'charpoly_factorization': [[[39971353531550024974831474112229725128783373389343012675714455649372330733954348327185508061416141374098529906818844308494133586660547740969349439458900856544363222877111129520365098639521954953360000000, 380598130721384455049179555662677846866192641057113058898308565996621159462162130098295864602806525450378333472996866181693954133512118351437418019570110241806147941880967761616000000, -8322364332631529232728709171897677698832728066024146333208803161325479289102782235787795304997130833781713850277692437914208675307202309245517695947278986131936000, -89140654993172118886171359354768532784491860399152643459182204655102206551481023869723583052265816645520370571227665250795260955879850419635200, 395890210071633530380691643422984444238619712940081663235679424440346057999798767336704706241677698998484615897233885801600, 5431747967430340700318281596922472091441255362396525315585489126097317275049441779585307077089408149376, -2279946043250261987836982342713717897058249247068352126263746999800376130083780320, -109644896004211922852019321222400250194030101286087907865291840, -130068625998140512426333096728521946390540, 572103976713991581780, 1], 1]], 'hecke_orbit_code': 54043195897544779, 'p': 89}
  • id: 239049
    {'charpoly_factorization': [[[-61496988918293568713199796153293640083575229587317790834629578291558167429131152959680138099722558765691519221092615087960514172725611020833773513080006023210144211543861027077338796777928696816003423666176, -4754429458341820310610046840832781518508274413790317760408065616656050388341663788566476704678437619766471869254976961023566560008383454578883856733454863990130897361283420308751746334720, 10250410286974223417138758015563214193913836271854927526265223342683225199401207293637737607570145935279657678497097615725852678830804941463979523645723170885567774720, 437726439395782434766198201111607372918512028008611852357655819885183704002047557197816643081953999044780109361141305493277314953173775111411466240, -201820551102230487335928880899942419925625264633555759893781127606496607629023730318707329177587413473603578266363145824501760, -2328934066744546229730760100650860034959751174600435575128231975202286678482813726186274313504653287358464, 1398565396278002968185176522457363066739967335746156772340435564393670537600271196160, 3583042083730012816257141920930173078100936917741315773557821440, -2570278661649618812592695328252784418061120, -1299275526640742173920, 1], 1]], 'hecke_orbit_code': 54043195897544779, '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': 13, 'label': '75.22.a.m', 'level': 75, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 225110000
    {'hecke_orbit_code': 54043195897544779, 'n': 1, 'trace_an': 10}
  • id: 225110001
    {'hecke_orbit_code': 54043195897544779, 'n': 2, 'trace_an': -645}
  • id: 225110002
    {'hecke_orbit_code': 54043195897544779, 'n': 3, 'trace_an': 590490}
  • id: 225110003
    {'hecke_orbit_code': 54043195897544779, 'n': 4, 'trace_an': 10043205}
  • id: 225110004
    {'hecke_orbit_code': 54043195897544779, 'n': 5, 'trace_an': 0}
  • id: 225110005
    {'hecke_orbit_code': 54043195897544779, 'n': 6, 'trace_an': -38086605}
  • id: 225110006
    {'hecke_orbit_code': 54043195897544779, 'n': 7, 'trace_an': -115357290}
  • id: 225110007
    {'hecke_orbit_code': 54043195897544779, 'n': 8, 'trace_an': -314142735}
  • id: 225110008
    {'hecke_orbit_code': 54043195897544779, 'n': 9, 'trace_an': 34867844010}
  • id: 225110009
    {'hecke_orbit_code': 54043195897544779, 'n': 10, 'trace_an': 0}
  • id: 225110010
    {'hecke_orbit_code': 54043195897544779, 'n': 11, 'trace_an': 5976221790}
  • id: 225110011
    {'hecke_orbit_code': 54043195897544779, 'n': 12, 'trace_an': 593041212045}
  • id: 225110012
    {'hecke_orbit_code': 54043195897544779, 'n': 13, 'trace_an': -842570747430}
  • id: 225110013
    {'hecke_orbit_code': 54043195897544779, 'n': 14, 'trace_an': 1605059874570}
  • id: 225110014
    {'hecke_orbit_code': 54043195897544779, 'n': 15, 'trace_an': 0}
  • id: 225110015
    {'hecke_orbit_code': 54043195897544779, 'n': 16, 'trace_an': 6061861547825}
  • id: 225110016
    {'hecke_orbit_code': 54043195897544779, 'n': 17, 'trace_an': -12910340404230}
  • id: 225110017
    {'hecke_orbit_code': 54043195897544779, 'n': 18, 'trace_an': -2248975938645}
  • id: 225110018
    {'hecke_orbit_code': 54043195897544779, 'n': 19, 'trace_an': -76155422176280}
  • id: 225110019
    {'hecke_orbit_code': 54043195897544779, 'n': 20, 'trace_an': 0}
  • id: 225110020
    {'hecke_orbit_code': 54043195897544779, 'n': 21, 'trace_an': -6811732617210}
  • id: 225110021
    {'hecke_orbit_code': 54043195897544779, 'n': 22, 'trace_an': -461780887241010}
  • id: 225110022
    {'hecke_orbit_code': 54043195897544779, 'n': 23, 'trace_an': -82640920915920}
  • id: 225110023
    {'hecke_orbit_code': 54043195897544779, 'n': 24, 'trace_an': -18549814359015}
  • id: 225110024
    {'hecke_orbit_code': 54043195897544779, 'n': 25, 'trace_an': 0}
  • id: 225110025
    {'hecke_orbit_code': 54043195897544779, 'n': 26, 'trace_an': 286555331159670}
  • id: 225110026
    {'hecke_orbit_code': 54043195897544779, 'n': 27, 'trace_an': 2058911320946490}
  • id: 225110027
    {'hecke_orbit_code': 54043195897544779, 'n': 28, 'trace_an': -1520428218531930}
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