Embedded newform data - 19.10.a.b.1.2

Formats: - HTML - YAML - JSON - 2026-01-01T15:02:30.086920

• 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': 1900, 'analytic_conductor': 9.785680887113589, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[19, -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': [19, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 1240220256109022487389895409371164378784, 'field_disc_factorization': [[2, 5], [3, 6], [23593, 1], [1653647503, 1], [1362684156337238610107, 1]], 'field_poly': [-16080668672, 6645763712, -758043152, -1801192, 3186388, -1330, -3356, -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, [-5784998400, -3693191040, -693287712, -23100984, 2972568, 41238, -3258, -15, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142675, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 432, 'hecke_ring_index_factorization': [[2, 4], [3, 3]], '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': '19.10.a.b', 'level': 19, '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': [19], 'level_radical': 19, 'minimal_twist': '19.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(2-\\beta _{1})q^{2}+(1+\\beta _{1}-\\beta _{3})q^{3}+(331+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '19.10.a', 'trace_display': [15, 7, 3894, -7133], 'trace_hash': 1739410341656931493, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.941', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '140.657', 'prec': 24}, {'__RealLiteral__': 0, 'data': '29.794', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4484.958', 'prec': 27}], 'trace_zratio': 0, 'traces': [8, 15, 7, 2645, 3894, -9723, -7133, 10911, 102715, 113172, 172818, 349117, 109291, 250959, 457332, 1590377, 583575, 308688, 1042568, 3191676, 372767, 57234, -2292405, -7378809, 205328, -821247, -15261551, -10217945, 4546335, -30417480, -8277416, -15773553, 13959234, -22393029, 15633768, -1486010, 24485536, 1954815, 16641725, 2543472, 35051946, -55902561, 36624268, 215210070, 138146370, -66065277, 9865524, 205312561, 111765087, 50599293, 109712553, -258827351, 13963683, -345545985, 261540660, -517172871, 912247, -399459963, 21215463, -275519064, 180552112, -451241340, 303758726, 180711569, -21864624, 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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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'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 34.1433174420775, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142675, 'label': '19.10.a.b.1.2', 'level': 19, 'weight': 10}
• 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': [6, 8], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [0, 0], 'Nk2': 1900, 'analytic_conductor': 9.785680887113589, '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': [19, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 14, 'dim': 14, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772179, 'hecke_orbit_dims': [6, 8], 'label': '19.10.a', 'level': 19, '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': [19], 'level_radical': 19, 'mf_dim': 16, 'mf_new_dim': 14, 'num_forms': 2, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 14, 'sturm_bound': 16, 'trace_bound': 1, 'trace_display': [-18, -148, 282, -3048], 'traces': [14, -18, -148, 4010, 282, -4142, -3048, -12600, 120340, 19288, 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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: 34457818
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503599795142675, 'source_is_minimal': True, 'source_label': '19.10.a.b.1.2', 'source_level': 19, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599795142675, 'target_is_minimal': True, 'target_label': '19.10.a.b.1.2', 'target_level': 19, 'twist_class_label': '19.10.a.b.1.2', 'twist_class_level': 19, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 34457819
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503599795142675, 'source_is_minimal': True, 'source_label': '19.10.a.b.1.2', 'source_level': 19, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 22517998304624811, 'target_is_minimal': False, 'target_label': '171.10.a.f.1.7', 'target_level': 171, 'twist_class_label': '19.10.a.b.1.2', 'twist_class_level': 19, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 34457820
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503599795142675, 'source_is_minimal': True, 'source_label': '19.10.a.b.1.2', 'source_level': 19, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 36028797186736432, 'target_is_minimal': False, 'target_label': '304.10.a.i.1.5', 'target_level': 304, 'twist_class_label': '19.10.a.b.1.2', 'twist_class_level': 19, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34457821
    {'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 4503599795142675, 'source_is_minimal': True, 'source_label': '19.10.a.b.1.2', 'source_level': 19, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 9007199422513513, 'target_is_minimal': False, 'target_label': '361.10.a.c.1.7', 'target_level': 361, 'twist_class_label': '19.10.a.b.1.2', 'twist_class_level': 19, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 76650
    {'charpoly_factorization': [[[-5784998400, -3693191040, -693287712, -23100984, 2972568, 41238, -3258, -15, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 2}
  • id: 76651
    {'charpoly_factorization': [[[-7001078106421440, 1346317492894704, -34065033191568, -345304984824, 4890611844, 5905899, -130065, -7, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 3}
  • id: 76652
    {'charpoly_factorization': [[[-100672774226847737856000, 5333326378531412716800, 4797878793229112760, -15242104436745978, -4928095024791, 13645691496, -333546, -3894, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 5}
  • id: 76653
    {'charpoly_factorization': [[[862733246624489054213562051112, -376404550120201809573937633, -329675509450853589465701, 42867062214356216879, 13099503912973219, -1029024277675, -191857127, 7133, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 7}
  • id: 76654
    {'charpoly_factorization': [[[-1466611873985253485655562748300342496, -123271643401907516541687275554536, 18536525184981075472554119316, 207374897747249976609018, -38602390370451987375, 633717371749176, 4728803634, -172818, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 11}
  • id: 76655
    {'charpoly_factorization': [[[-47828401785908748316807589774176417280, -8441214207828919736348706009223936, -367683163577014973807101313600, 3201434084917921385171264, 400132095859725115258, 2958578231378843, -41667500459, -109291, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 13}
  • id: 76656
    {'charpoly_factorization': [[[4164554854477089362767730199160814313778134, -174882387470363725048384029701090746545, 1909878499694195997912527051403045, -6072975920038563220843619829, -17186215755345206326539, 133100798592327741, -112266891249, -583575, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 17}
  • id: 76657
    {'charpoly_factorization': [[[-130321, 1], 8]], 'hecke_orbit_code': 4503599795142675, 'p': 19}
  • id: 76658
    {'charpoly_factorization': [[[529676940977224930730446128706356926455283712000, -1214550856408296357964914464141099179868160, -3042874932101682936377079108091064832, 5959003505880077641106555912640, 4769254985677672037022552, -6977975601886212501, -3271008559737, 2292405, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 23}
  • id: 76659
    {'charpoly_factorization': [[[-953774945424787091078513184924763085934379118225760, 1502391894558813504869639325639411869477632368, 664685342131758283784468349912298111488, -1549129730004298759669949479410216, 241580246099450015553928050, 177757290979859578383, -36895910560779, -4546335, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 29}
  • id: 76660
    {'charpoly_factorization': [[[47415161705187271099068185738825730163815224914739200, -21906515450026438394982089293816132758660775936, -25000142731022262368051805596349458161664, 7553868053681891428214222769704960, 2322618843111766233852348160, -513047427343449133696, -78020717342816, 8277416, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 31}
  • id: 76661
    {'charpoly_factorization': [[[138965778533199962287664848280930231739696832042200643840, -85482044281889615290398810432139790320505626021888, 18231089065897626455944529296405263349506304, -1266748228168248872125815091117519360, -71433308014633524539351120672, 13282753338141866365952, -310017603041840, -24485536, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 37}
  • id: 76662
    {'charpoly_factorization': [[[-3016423705317202757728177243676199366521830880907637555200, 471031479132304020595196564781117848003557534064640, 41377046822529758096498310155921080117721856, -7388857031167513855295579841745346208, -43537516944371353253262393456, 32152526836769020043088, -631858807388952, -35051946, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 41}
  • id: 76663
    {'charpoly_factorization': [[[253588080267956730667502498518957618051430983444183131136, 57276415166001751703175769621749301118853535983104, -36296443106512801587829746861309483327399824, -4856343027911231154889941021121051984, 259110108973338134113223642401, 28987227800833424080484, -876668504570378, -36624268, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 43}
  • id: 76664
    {'charpoly_factorization': [[[-5547296512519996925717870005769960366724559576692192509952, 1835119321518344076507125228595107686370398364599296, -6036719014618203664756617982425832468145472, -34838401856154207083883220802908601520, 1703862612039457471864464518817, 76920340658658947050140, -3749460875243802, -9865524, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 47}
  • id: 76665
    {'charpoly_factorization': [[[1551089404634344858344689108209873501240477809939422638648320, -6790365185671935400462769690645669231916611073030912, -14669039525151322362968935469360275198570956576, -90138830306647932984009651241450525776, 21881115757814694240277054569954, 60171451900755680952675, -9324623918746995, -13963683, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 53}
  • id: 76666
    {'charpoly_factorization': [[[107118016716544788766381009004102348177153979560675637590462400, -1888934700630129369864105602100778428451147744644058320, -217610415191289041356740979478922453268829982672, 203648106217905021260591122854384838872, 100965337062861120898030183621596, 153772047049225721499243, -17364311442383193, -21215463, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 59}
  • id: 76667
    {'charpoly_factorization': [[[-167099026544119488084438395752332973441644049295977769268707024, -34357196354566058234303315810573681329790511453785649712, -1611524817713518718252632110805975733660993178416, -12676471615437722508798232813991008934308, 402566683794231156291299146226449, 3866300552415824001791660, -30168457076680682, -180552112, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 61}
  • id: 76668
    {'charpoly_factorization': [[[-56166675668449015046506040847925642265916844435401558942611400704, -2214579078461263309465082976403846944156842011624797779968, -19082614497859807444834913722139034485490416005568, 179729359003647461604371279802734839021712, 2497457271681330398903647186697236, -3210912619911502225954945, -88791856376770409, -1767355, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 67}
  • id: 76669
    {'charpoly_factorization': [[[2776862190025990187758289770215866975752556578946786200864966437888, 32934919550307151202748340012583680516672646418533222806656, -299724619834319455102844028418526812025330189697600, -2654452376299973679818238298745263685654496, 13840064814888492460083865068546288, 50348546927597296902319128, -209452750608254412, -273631578, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 71}
  • id: 76670
    {'charpoly_factorization': [[[-39004344984453003108436442399660577351355361868351063263530890566, -3955755612208576386716921792381973781960769124965410459039, -14056976942681514908046721585943179174058338545671, 671835437907961686001086199439709076794629, 2949754701658070050884797162083633, -30949277409194155318723165, -139506942288443429, 263711543, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 73}
  • id: 76671
    {'charpoly_factorization': [[[19374691002389317887825038379070782411473599677996410047777910947840, 548319094379453000875081171833605931795202485857548168749056, -727399671247000235403539934930311923847977435086848, -20476005602036687626477826181195681705311872, 18388623438249323005061622866972224, 229539686889733479645286232, -259224422614260500, -744472174, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 79}
  • id: 76672
    {'charpoly_factorization': [[[-50662833694693672593546174996236923606021454288973527328694488637440, 1295847307474931442996714629872444913450261594576057342048256, -1681593859410585198990975725595935868418483295281152, -45964384006717584959474938950890425362758400, 53649961231698574842114509718227040, 371352375389830172959201752, -427709325917595996, -832139910, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 83}
  • id: 76673
    {'charpoly_factorization': [[[-4743260948857609044647315702040143143646839787759237156256298450944000, -45144210124830237885955670082258169680514378880560747855626240, -84710215289166698732244311937192588230091031659552768, 245774311387085259283494015091202087713807872, 702726287597933051730563437399355136, -420708091781419320623284224, -1588270171970333760, 291457734, 1], 1]], 'hecke_orbit_code': 4503599795142675, 'p': 89}
  • id: 76674
    {'charpoly_factorization': [[[275440417629866943321499078481668922202353514989873213055346979330719744, 1571101447894194251825872836498858817977139210421447230166122496, 2577865404521866622546308559626374164018929821634573312, -872407151242794066539555836145452842686953984, -6248961103419001313376583464577530512, -4319247541923118550849939152, 2257728965097386080, 3483837140, 1], 1]], 'hecke_orbit_code': 4503599795142675, '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': '19.10.a.b', 'level': 19, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19686240
    {'hecke_orbit_code': 4503599795142675, 'n': 1, 'trace_an': 8}
  • id: 19686241
    {'hecke_orbit_code': 4503599795142675, 'n': 2, 'trace_an': 15}
  • id: 19686242
    {'hecke_orbit_code': 4503599795142675, 'n': 3, 'trace_an': 7}
  • id: 19686243
    {'hecke_orbit_code': 4503599795142675, 'n': 4, 'trace_an': 2645}
  • id: 19686244
    {'hecke_orbit_code': 4503599795142675, 'n': 5, 'trace_an': 3894}
  • id: 19686245
    {'hecke_orbit_code': 4503599795142675, 'n': 6, 'trace_an': -9723}
  • id: 19686246
    {'hecke_orbit_code': 4503599795142675, 'n': 7, 'trace_an': -7133}
  • id: 19686247
    {'hecke_orbit_code': 4503599795142675, 'n': 8, 'trace_an': 10911}
  • id: 19686248
    {'hecke_orbit_code': 4503599795142675, 'n': 9, 'trace_an': 102715}
  • id: 19686249
    {'hecke_orbit_code': 4503599795142675, 'n': 10, 'trace_an': 113172}
  • id: 19686250
    {'hecke_orbit_code': 4503599795142675, 'n': 11, 'trace_an': 172818}
  • id: 19686251
    {'hecke_orbit_code': 4503599795142675, 'n': 12, 'trace_an': 349117}
  • id: 19686252
    {'hecke_orbit_code': 4503599795142675, 'n': 13, 'trace_an': 109291}
  • id: 19686253
    {'hecke_orbit_code': 4503599795142675, 'n': 14, 'trace_an': 250959}
  • id: 19686254
    {'hecke_orbit_code': 4503599795142675, 'n': 15, 'trace_an': 457332}
  • id: 19686255
    {'hecke_orbit_code': 4503599795142675, 'n': 16, 'trace_an': 1590377}
  • id: 19686256
    {'hecke_orbit_code': 4503599795142675, 'n': 17, 'trace_an': 583575}
  • id: 19686257
    {'hecke_orbit_code': 4503599795142675, 'n': 18, 'trace_an': 308688}
  • id: 19686258
    {'hecke_orbit_code': 4503599795142675, 'n': 19, 'trace_an': 1042568}
  • id: 19686259
    {'hecke_orbit_code': 4503599795142675, 'n': 20, 'trace_an': 3191676}
  • id: 19686260
    {'hecke_orbit_code': 4503599795142675, 'n': 21, 'trace_an': 372767}
  • id: 19686261
    {'hecke_orbit_code': 4503599795142675, 'n': 22, 'trace_an': 57234}
  • id: 19686262
    {'hecke_orbit_code': 4503599795142675, 'n': 23, 'trace_an': -2292405}
  • id: 19686263
    {'hecke_orbit_code': 4503599795142675, 'n': 24, 'trace_an': -7378809}
  • id: 19686264
    {'hecke_orbit_code': 4503599795142675, 'n': 25, 'trace_an': 205328}
  • id: 19686265
    {'hecke_orbit_code': 4503599795142675, 'n': 26, 'trace_an': -821247}
  • id: 19686266
    {'hecke_orbit_code': 4503599795142675, 'n': 27, 'trace_an': -15261551}
  • id: 19686267
    {'hecke_orbit_code': 4503599795142675, 'n': 28, 'trace_an': -10217945}
  • id: 19686268
    {'hecke_orbit_code': 4503599795142675, 'n': 29, 'trace_an': 4546335}
  • id: 19686269
    {'hecke_orbit_code': 4503599795142675, 'n': 30, 'trace_an': -30417480}
  • id: 19686270
    {'hecke_orbit_code': 4503599795142675, 'n': 31, 'trace_an': -8277416}
  • id: 19686271
    {'hecke_orbit_code': 4503599795142675, 'n': 32, 'trace_an': -15773553}
  • id: 19686272
    {'hecke_orbit_code': 4503599795142675, 'n': 33, 'trace_an': 13959234}
  • id: 19686273
    {'hecke_orbit_code': 4503599795142675, 'n': 34, 'trace_an': -22393029}
  • id: 19686274
    {'hecke_orbit_code': 4503599795142675, 'n': 35, 'trace_an': 15633768}
  • id: 19686275
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  • id: 19686288
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  • id: 19686290
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  • id: 19686291
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  • id: 19686377
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  • id: 19686380
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  • id: 19686416
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  • id: 19686422
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  • id: 19686426
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  • id: 19686459
    {'hecke_orbit_code': 4503599795142675, 'n': 743, 'trace_an': 12207857469576}
  • id: 19686460
    {'hecke_orbit_code': 4503599795142675, 'n': 751, 'trace_an': -11324556821456}
  • id: 19686461
    {'hecke_orbit_code': 4503599795142675, 'n': 757, 'trace_an': -15903031318772}
  • id: 19686462
    {'hecke_orbit_code': 4503599795142675, 'n': 761, 'trace_an': 33585691169295}
  • id: 19686463
    {'hecke_orbit_code': 4503599795142675, 'n': 769, 'trace_an': -33072169266203}
  • id: 19686464
    {'hecke_orbit_code': 4503599795142675, 'n': 773, 'trace_an': 30960539136849}
  • id: 19686465
    {'hecke_orbit_code': 4503599795142675, 'n': 787, 'trace_an': -18449290606313}
  • id: 19686466
    {'hecke_orbit_code': 4503599795142675, 'n': 797, 'trace_an': 3532532317263}
  • id: 19686467
    {'hecke_orbit_code': 4503599795142675, 'n': 809, 'trace_an': 9973280651841}
  • id: 19686468
    {'hecke_orbit_code': 4503599795142675, 'n': 811, 'trace_an': -31488835701203}
  • id: 19686469
    {'hecke_orbit_code': 4503599795142675, 'n': 821, 'trace_an': -7367540676018}
  • id: 19686470
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  • id: 19686471
    {'hecke_orbit_code': 4503599795142675, 'n': 827, 'trace_an': 376361325903}
  • id: 19686472
    {'hecke_orbit_code': 4503599795142675, 'n': 829, 'trace_an': 18964352852665}
  • id: 19686473
    {'hecke_orbit_code': 4503599795142675, 'n': 839, 'trace_an': -60495803355036}
  • id: 19686474
    {'hecke_orbit_code': 4503599795142675, 'n': 841, 'trace_an': -21596184753169}
  • id: 19686475
    {'hecke_orbit_code': 4503599795142675, 'n': 853, 'trace_an': 7335414427468}
  • id: 19686476
    {'hecke_orbit_code': 4503599795142675, 'n': 857, 'trace_an': -49501219120482}
  • id: 19686477
    {'hecke_orbit_code': 4503599795142675, 'n': 859, 'trace_an': -6481570915394}
  • id: 19686478
    {'hecke_orbit_code': 4503599795142675, 'n': 863, 'trace_an': -31091908587354}
  • id: 19686479
    {'hecke_orbit_code': 4503599795142675, 'n': 877, 'trace_an': -82031144625155}
  • id: 19686480
    {'hecke_orbit_code': 4503599795142675, 'n': 881, 'trace_an': -41622128363376}
  • id: 19686481
    {'hecke_orbit_code': 4503599795142675, 'n': 883, 'trace_an': -5318836340486}
  • id: 19686482
    {'hecke_orbit_code': 4503599795142675, 'n': 887, 'trace_an': -56638972942746}
  • id: 19686483
    {'hecke_orbit_code': 4503599795142675, 'n': 907, 'trace_an': 30241232536645}
  • id: 19686484
    {'hecke_orbit_code': 4503599795142675, 'n': 911, 'trace_an': 2038264953876}
  • id: 19686485
    {'hecke_orbit_code': 4503599795142675, 'n': 919, 'trace_an': 50608099986193}
  • id: 19686486
    {'hecke_orbit_code': 4503599795142675, 'n': 929, 'trace_an': -66614753212923}
  • id: 19686487
    {'hecke_orbit_code': 4503599795142675, 'n': 937, 'trace_an': 16747289048353}
  • id: 19686488
    {'hecke_orbit_code': 4503599795142675, 'n': 941, 'trace_an': 59101241201643}
  • id: 19686489
    {'hecke_orbit_code': 4503599795142675, 'n': 947, 'trace_an': 29161695325560}
  • id: 19686490
    {'hecke_orbit_code': 4503599795142675, 'n': 953, 'trace_an': -156129048602688}
  • id: 19686491
    {'hecke_orbit_code': 4503599795142675, 'n': 961, 'trace_an': 13040073037320}
  • id: 19686492
    {'hecke_orbit_code': 4503599795142675, 'n': 967, 'trace_an': 112963579580224}
  • id: 19686493
    {'hecke_orbit_code': 4503599795142675, 'n': 971, 'trace_an': -24151144770192}
  • id: 19686494
    {'hecke_orbit_code': 4503599795142675, 'n': 977, 'trace_an': -15332617732662}
  • id: 19686495
    {'hecke_orbit_code': 4503599795142675, 'n': 983, 'trace_an': -43307918211558}
  • id: 19686496
    {'hecke_orbit_code': 4503599795142675, 'n': 991, 'trace_an': 7299386778448}
  • id: 19686497
    {'hecke_orbit_code': 4503599795142675, 'n': 997, 'trace_an': 85751815423150}