Newform data - 6.18.a.a

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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': 1944, 'analytic_conductor': 10.99332524067358, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 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': [6, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, '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, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-645150, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 301989894, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '6.18.a.a', 'level': 6, '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': True, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.18.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{8}q^{2}-3^{8}q^{3}+2^{16}q^{4}+645150q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6.18.a', 'trace_display': [-256, -6561, 645150, 3974432], 'trace_hash': 446827013586517823, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.988', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.980', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -256, -6561, 65536, 645150, 1679616, 3974432, -16777216, 43046721, -165158400, -500068668, -429981696, -5425661314, -1017454592, -4232829150, 4294967296, -5466992958, -11019960576, -53889877060, 42280550400, -26076248352, 128017579008, 578906836536, 110075314176, -346720930625, 1388969296384, -282429536481, 260468375552, -4619583681690, 1083604262400, -6802815567448, -1099511627776, 3280950530748, 1399550197248, 2564104804800, 2821109907456, -19571909422138, 13795808527360, 35597763881154, -10823820902400, 57213620756922, 6675519578112, -24501250225084, -32772500226048, 27771592053150, -148200150153216, 184283998832832, -28179280429056, -216834404264583, 88760558240000, 35868940797438, -355576139874304, -206542562280354, 72301961339136, -322619301160200, -66679904141312, 353571483390660, 1182613422512640, -418648048246140, -277402691174400, 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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], [-256], [-6561], [65536], [645150], [1679616], [3974432], [-16777216], [43046721], [-165158400], [-500068668], [-429981696], [-5425661314], [-1017454592], [-4232829150], [4294967296], [-5466992958], [-11019960576], [-53889877060], [42280550400], [-26076248352], [128017579008], [578906836536], [110075314176], [-346720930625], [1388969296384], [-282429536481], [260468375552], [-4619583681690], [1083604262400], [-6802815567448], [-1099511627776], [3280950530748], [1399550197248], [2564104804800], [2821109907456], [-19571909422138], [13795808527360], [35597763881154], [-10823820902400], [57213620756922], [6675519578112], [-24501250225084], [-32772500226048], [27771592053150], [-148200150153216], [184283998832832], [-28179280429056], [-216834404264583], [88760558240000], [35868940797438], [-355576139874304], [-206542562280354], [72301961339136], [-322619301160200], [-66679904141312], [353571483390660], [1182613422512640], [-418648048246140], [-277402691174400], [2501287878088382], [1741520785266688], [171086265437472], [281474976710656], [-3500365396727100], [-839923335871488], [-145692866050948], [-358284850495488], [-3798207754512696], [-656410830028800], [-5364313152664248], [-722204136308736], [3302058927938186], [5010408812067328], [2274836025830625], [-3531726983004160], [-1987488916296576], [-9113027553575424], [22067463278260760], [2770898151014400], [1853020188851841], [-14646686913772032], [20438378406354876], [-1708933011996672], [-3527030506853700], [6272320057621504], [30309088535568090], [8389760057868288], [-56063805950152710], [-7109527565606400], [-21563921947523648], [37939238439223296], [44633272938026328], [-47176703701204992], [-34767054185259000], [7213895789838336], [-118254406396110718], [55509607491733248], [-21526316432237628], [-22722702909440000]], 'ap': [[-256], [-6561], [645150], [3974432], [-500068668], [-5425661314], [-5466992958], [-53889877060], [578906836536], [-4619583681690], [-6802815567448], 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[-227750936131939933704], [450865654429712226390], [327631595463783322472], [-23089558351332083098], [1043192106501290071962], [65028617480725363556], [-1131771196505730415794], [302065088997817208972], [-2527899807058970834328], [-28398187502310571654], [1557872212813899162342], [-1241322621051267725548], [5689810706876543815442], [-2682419397414671770188], [-7749460215991570834210], [1490923616919767860866], [-446648958495170533080], [7862353324214952445592], [-12105854158760204278474], [-1376647190459112329260], [-14655354414471460230144], [-16371752313667292344290], [-2813371085025187574578], [-12544565736625911242718], [5265668810995133063930], [-26913796508829902853300], [-6210800391391520965258], [4581226028597067215712], [15534156236176732503026], [-32440451527725573529120], [-42276548145366645191724], [61623827218737106453170], [18758367624691244577002], [27138203978812465026822], [-53566433337484478611864], [53947800136004459381532], [73540181302311817281840], [-17559641394452824096768], [-22818170663665671818508], [-8122166742735300560500], [-80777211072001791373224], [48989926656772359159270], [157587008294260630081242], [-10409182113804705524284], [-215031342104066108619538], [-359065952642997616233748], [-374660648041349240075898], [242245282463352275907036], [-255955717360041264650550], [128709737232976926561572], [-16794052257855074273278], [274559458820601025642452], [-280613145952118846807694], [635661524603442143703000], [-118231685506927083762598], [-365228410207584761814088], [-61959740874788078062234], [-504348339271590833462358], [684061719132874138075220], [-464192815393714086343888], [1079497752692364666047922], [-546103997617780056640564], [-50011807443154366233528], [1015516654774934323881126], [1229080909669201851691020], [-1074320025602178474739018], [-962651388016042820185054], [1154770513339336916172702], [-1583850996447480281345724], [2263074765559727695926332], [-220608749970644655377178], [1084009409070693789638390], [290074213264112004408480], [954749940645390328488272], [699256650572660355526286], [-760786016521942836109060], [-646819007345845050288264], [-684480270148086930518728], [-1834962451232563678265818], [-1407525346233651531498198], [-5579387909981397372364030], [5986994353260716408078286], [4190818193270629904394332], [52566045833932553693622], [1665051063069427706165850], [-137434869677418601806268], [-2336600587635833603205378], [-2246122511348382946816624], [7407954430579738918120932], [-1762587915593851228210], [-1897772840583094223151960], [6860312735611883204285366], [13706196129865202850936042], [1448770596817233478354100], [-2365954977942548399610144], [-6053117416176104233940818], [-13396550433805317213644238], [-18648921433826333536708804], [-17496239407209619710457848], [-12049950370292032867860028], [-8009303024436839203648368], [12679127462227784431928240], [3482480344569816094511730], [12625544511122344199242922], [-25770230792011997094887898], [-6661927329346167869731188], [-10977069724141714827071094], [-24949937332150992978680368], [-3221286819683932444307868], [-13457756222218365379439838], [26995708994672870580046056], [38784093126820470952060232], [-51581089255177993797943258]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 301989894, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '6.18.a.a', 'level': 6, 'maxp': 997, 'weight': 18}
• 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

  
  {'ALdims': [1, 1, 1, 0], 'Nk2': 1944, 'analytic_conductor': 10.99332524067358, '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': [6, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 15, 'dim': 3, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 301989894, 'hecke_orbit_dims': [1, 1, 1], 'label': '6.18.a', 'level': 6, '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': True, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 19, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 18, 'trace_bound': 3, 'trace_display': [-256, -6561, 373314, 20293512], 'traces': [3, -256, -6561, 196608, 373314, -1679616, 20293512, -16777216, 129140163, -197789184, 784792212, -429981696, 1602597066, 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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: 2872
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.18.a.a', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.18.a.a', 'target_level': 6, 'twist_class_label': '6.18.a.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 2873
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.18.a.a', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '18.18.a.c', 'target_level': 18, 'twist_class_label': '6.18.a.a', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 2874
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '6.18.a.a', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '48.18.a.f', 'target_level': 48, 'twist_class_label': '6.18.a.a', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 22700
    {'charpoly_factorization': [[[256, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 2}
  • id: 22701
    {'charpoly_factorization': [[[6561, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 3}
  • id: 22702
    {'charpoly_factorization': [[[-645150, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 5}
  • id: 22703
    {'charpoly_factorization': [[[-3974432, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 7}
  • id: 22704
    {'charpoly_factorization': [[[500068668, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 11}
  • id: 22705
    {'charpoly_factorization': [[[5425661314, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 13}
  • id: 22706
    {'charpoly_factorization': [[[5466992958, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 17}
  • id: 22707
    {'charpoly_factorization': [[[53889877060, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 19}
  • id: 22708
    {'charpoly_factorization': [[[-578906836536, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 23}
  • id: 22709
    {'charpoly_factorization': [[[4619583681690, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 29}
  • id: 22710
    {'charpoly_factorization': [[[6802815567448, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 31}
  • id: 22711
    {'charpoly_factorization': [[[19571909422138, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 37}
  • id: 22712
    {'charpoly_factorization': [[[-57213620756922, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 41}
  • id: 22713
    {'charpoly_factorization': [[[24501250225084, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 43}
  • id: 22714
    {'charpoly_factorization': [[[-184283998832832, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 47}
  • id: 22715
    {'charpoly_factorization': [[[206542562280354, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 53}
  • id: 22716
    {'charpoly_factorization': [[[418648048246140, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 59}
  • id: 22717
    {'charpoly_factorization': [[[-2501287878088382, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 61}
  • id: 22718
    {'charpoly_factorization': [[[145692866050948, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 67}
  • id: 22719
    {'charpoly_factorization': [[[5364313152664248, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 71}
  • id: 22720
    {'charpoly_factorization': [[[-3302058927938186, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 73}
  • id: 22721
    {'charpoly_factorization': [[[-22067463278260760, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 79}
  • id: 22722
    {'charpoly_factorization': [[[-20438378406354876, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 83}
  • id: 22723
    {'charpoly_factorization': [[[56063805950152710, 1], 1]], 'hecke_orbit_code': 301989894, 'p': 89}
  • id: 22724
    {'charpoly_factorization': [[[118254406396110718, 1], 1]], 'hecke_orbit_code': 301989894, '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': 1, 'label': '6.18.a.a', 'level': 6, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3933984
    {'hecke_orbit_code': 301989894, 'n': 1, 'trace_an': 1}
  • id: 3933985
    {'hecke_orbit_code': 301989894, 'n': 2, 'trace_an': -256}
  • id: 3933986
    {'hecke_orbit_code': 301989894, 'n': 3, 'trace_an': -6561}
  • id: 3933987
    {'hecke_orbit_code': 301989894, 'n': 4, 'trace_an': 65536}
  • id: 3933988
    {'hecke_orbit_code': 301989894, 'n': 5, 'trace_an': 645150}
  • id: 3933989
    {'hecke_orbit_code': 301989894, 'n': 6, 'trace_an': 1679616}
  • id: 3933990
    {'hecke_orbit_code': 301989894, 'n': 7, 'trace_an': 3974432}
  • id: 3933991
    {'hecke_orbit_code': 301989894, 'n': 8, 'trace_an': -16777216}
  • id: 3933992
    {'hecke_orbit_code': 301989894, 'n': 9, 'trace_an': 43046721}
  • id: 3933993
    {'hecke_orbit_code': 301989894, 'n': 10, 'trace_an': -165158400}
  • id: 3933994
    {'hecke_orbit_code': 301989894, 'n': 11, 'trace_an': -500068668}
  • id: 3933995
    {'hecke_orbit_code': 301989894, 'n': 12, 'trace_an': -429981696}
  • id: 3933996
    {'hecke_orbit_code': 301989894, 'n': 13, 'trace_an': -5425661314}
  • id: 3933997
    {'hecke_orbit_code': 301989894, 'n': 14, 'trace_an': -1017454592}
  • id: 3933998
    {'hecke_orbit_code': 301989894, 'n': 15, 'trace_an': -4232829150}
  • id: 3933999
    {'hecke_orbit_code': 301989894, 'n': 16, 'trace_an': 4294967296}
  • id: 3934000
    {'hecke_orbit_code': 301989894, 'n': 17, 'trace_an': -5466992958}
  • id: 3934001
    {'hecke_orbit_code': 301989894, 'n': 18, 'trace_an': -11019960576}
  • id: 3934002
    {'hecke_orbit_code': 301989894, 'n': 19, 'trace_an': -53889877060}
  • id: 3934003
    {'hecke_orbit_code': 301989894, 'n': 20, 'trace_an': 42280550400}
  • id: 3934004
    {'hecke_orbit_code': 301989894, 'n': 21, 'trace_an': -26076248352}
  • id: 3934005
    {'hecke_orbit_code': 301989894, 'n': 22, 'trace_an': 128017579008}
  • id: 3934006
    {'hecke_orbit_code': 301989894, 'n': 23, 'trace_an': 578906836536}
  • id: 3934007
    {'hecke_orbit_code': 301989894, 'n': 24, 'trace_an': 110075314176}
  • id: 3934008
    {'hecke_orbit_code': 301989894, 'n': 25, 'trace_an': -346720930625}
  • id: 3934009
    {'hecke_orbit_code': 301989894, 'n': 26, 'trace_an': 1388969296384}
  • id: 3934010
    {'hecke_orbit_code': 301989894, 'n': 27, 'trace_an': -282429536481}
  • id: 3934011
    {'hecke_orbit_code': 301989894, 'n': 28, 'trace_an': 260468375552}
  • id: 3934012
    {'hecke_orbit_code': 301989894, 'n': 29, 'trace_an': -4619583681690}
  • id: 3934013
    {'hecke_orbit_code': 301989894, 'n': 30, 'trace_an': 1083604262400}
  • id: 3934014
    {'hecke_orbit_code': 301989894, 'n': 31, 'trace_an': -6802815567448}
  • id: 3934015
    {'hecke_orbit_code': 301989894, 'n': 32, 'trace_an': -1099511627776}
  • id: 3934016
    {'hecke_orbit_code': 301989894, 'n': 33, 'trace_an': 3280950530748}
  • id: 3934017
    {'hecke_orbit_code': 301989894, 'n': 34, 'trace_an': 1399550197248}
  • id: 3934018
    {'hecke_orbit_code': 301989894, 'n': 35, 'trace_an': 2564104804800}
  • id: 3934019
    {'hecke_orbit_code': 301989894, 'n': 36, 'trace_an': 2821109907456}
  • id: 3934020
    {'hecke_orbit_code': 301989894, 'n': 37, 'trace_an': -19571909422138}
  • id: 3934021
    {'hecke_orbit_code': 301989894, 'n': 38, 'trace_an': 13795808527360}
  • id: 3934022
    {'hecke_orbit_code': 301989894, 'n': 39, 'trace_an': 35597763881154}
  • id: 3934023
    {'hecke_orbit_code': 301989894, 'n': 40, 'trace_an': -10823820902400}
  • id: 3934024
    {'hecke_orbit_code': 301989894, 'n': 41, 'trace_an': 57213620756922}
  • id: 3934025
    {'hecke_orbit_code': 301989894, 'n': 42, 'trace_an': 6675519578112}
  • id: 3934026
    {'hecke_orbit_code': 301989894, 'n': 43, 'trace_an': -24501250225084}
  • id: 3934027
    {'hecke_orbit_code': 301989894, 'n': 44, 'trace_an': -32772500226048}
  • id: 3934028
    {'hecke_orbit_code': 301989894, 'n': 45, 'trace_an': 27771592053150}
  • id: 3934029
    {'hecke_orbit_code': 301989894, 'n': 46, 'trace_an': -148200150153216}
  • id: 3934030
    {'hecke_orbit_code': 301989894, 'n': 47, 'trace_an': 184283998832832}
  • id: 3934031
    {'hecke_orbit_code': 301989894, 'n': 48, 'trace_an': -28179280429056}
  • id: 3934032
    {'hecke_orbit_code': 301989894, 'n': 49, 'trace_an': -216834404264583}
  • id: 3934033
    {'hecke_orbit_code': 301989894, 'n': 50, 'trace_an': 88760558240000}
  • id: 3934034
    {'hecke_orbit_code': 301989894, 'n': 51, 'trace_an': 35868940797438}
  • id: 3934035
    {'hecke_orbit_code': 301989894, 'n': 52, 'trace_an': -355576139874304}
  • id: 3934036
    {'hecke_orbit_code': 301989894, 'n': 53, 'trace_an': -206542562280354}
  • id: 3934037
    {'hecke_orbit_code': 301989894, 'n': 54, 'trace_an': 72301961339136}
  • id: 3934038
    {'hecke_orbit_code': 301989894, 'n': 55, 'trace_an': -322619301160200}
  • id: 3934039
    {'hecke_orbit_code': 301989894, 'n': 56, 'trace_an': -66679904141312}
  • id: 3934040
    {'hecke_orbit_code': 301989894, 'n': 57, 'trace_an': 353571483390660}
  • id: 3934041
    {'hecke_orbit_code': 301989894, 'n': 58, 'trace_an': 1182613422512640}
  • id: 3934042
    {'hecke_orbit_code': 301989894, 'n': 59, 'trace_an': -418648048246140}
  • id: 3934043
    {'hecke_orbit_code': 301989894, 'n': 60, 'trace_an': -277402691174400}
  • id: 3934044
    {'hecke_orbit_code': 301989894, 'n': 61, 'trace_an': 2501287878088382}
  • id: 3934045
    {'hecke_orbit_code': 301989894, 'n': 62, 'trace_an': 1741520785266688}
  • id: 3934046
    {'hecke_orbit_code': 301989894, 'n': 63, 'trace_an': 171086265437472}
  • id: 3934047
    {'hecke_orbit_code': 301989894, 'n': 64, 'trace_an': 281474976710656}
  • id: 3934048
    {'hecke_orbit_code': 301989894, 'n': 65, 'trace_an': -3500365396727100}
  • id: 3934049
    {'hecke_orbit_code': 301989894, 'n': 66, 'trace_an': -839923335871488}
  • id: 3934050
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  • id: 3934227
    {'hecke_orbit_code': 301989894, 'n': 907, 'trace_an': -12049950370292032867860028}
  • id: 3934228
    {'hecke_orbit_code': 301989894, 'n': 911, 'trace_an': -8009303024436839203648368}
  • id: 3934229
    {'hecke_orbit_code': 301989894, 'n': 919, 'trace_an': 12679127462227784431928240}
  • id: 3934230
    {'hecke_orbit_code': 301989894, 'n': 929, 'trace_an': 3482480344569816094511730}
  • id: 3934231
    {'hecke_orbit_code': 301989894, 'n': 937, 'trace_an': 12625544511122344199242922}
  • id: 3934232
    {'hecke_orbit_code': 301989894, 'n': 941, 'trace_an': -25770230792011997094887898}
  • id: 3934233
    {'hecke_orbit_code': 301989894, 'n': 947, 'trace_an': -6661927329346167869731188}
  • id: 3934234
    {'hecke_orbit_code': 301989894, 'n': 953, 'trace_an': -10977069724141714827071094}
  • id: 3934235
    {'hecke_orbit_code': 301989894, 'n': 961, 'trace_an': 23728182870550111058549793}
  • id: 3934236
    {'hecke_orbit_code': 301989894, 'n': 967, 'trace_an': -24949937332150992978680368}
  • id: 3934237
    {'hecke_orbit_code': 301989894, 'n': 971, 'trace_an': -3221286819683932444307868}
  • id: 3934238
    {'hecke_orbit_code': 301989894, 'n': 977, 'trace_an': -13457756222218365379439838}
  • id: 3934239
    {'hecke_orbit_code': 301989894, 'n': 983, 'trace_an': 26995708994672870580046056}
  • id: 3934240
    {'hecke_orbit_code': 301989894, 'n': 991, 'trace_an': 38784093126820470952060232}
  • id: 3934241
    {'hecke_orbit_code': 301989894, 'n': 997, 'trace_an': -51581089255177993797943258}