Newform data - 23.14.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
  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': 4508, 'analytic_conductor': 24.66311365893992, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[23, -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': [23, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 14, 'field_disc': 324181315956006353281338647995655832121968552052909804537361077704418516495277463394537217291212181503118112187921144705200400, 'field_disc_factorization': [[2, 4], [5, 2], [23, 1], [137, 1], [48799, 1], [710189, 1], [399871939, 1], [90279580179543111666875308184375740987, 1], [205581610139993781735703366853113175862083251294083382029842237, 1]], 'field_poly': [-453423216458424113690611218, -899908554608774434140317, 2228700241007939520815870, 570635039214955094451, -1876344541617480126605, -2739731727714726112, 489413218263943745, 496745885608086, -56829440072404, -30986318669, 3278769040, 766599, -91997, -6, 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, [-403307537164205957660540928, -20492352817108160199262208, 1956979376192478947573760, 36416744436371210625024, -1761622343140270561280, -11805792030130725888, 467123477239310080, 1755207342771424, -54547836919384, -131479864456, 3169548060, 4719421, -90112, -64, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251543, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 467140608, 'hecke_ring_index_factorization': [[2, 19], [3, 4], [11, 1]], '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': True, 'label': '23.14.a.b', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.14.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(5-\\beta _{1})q^{2}+(148-2\\beta _{1}+\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '23.14.a', 'trace_display': [64, 2056, 52182, 190602], 'trace_hash': 365383327987549004, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.047', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.896', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '432.139', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '27671.128', 'prec': 30}], 'trace_zratio': 0, 'traces': [14, 64, 2056, 69632, 52182, 311167, 190602, 2356809, 12050784, 3585670, 1070730, -8508331, 23949638, -119280968, 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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, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [5, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [148, -2, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [4979, -14, -1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [3734, -18, -2, 1, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0], [22241, -42, 2, 8, 0, 1, 0, -1, 0, 0, 0, 0, 0, 0], [13341, 641, 21, 10, 0, 3, 0, 0, -1, 0, 0, 0, 0, 0], [170326, -4523, 199, 32, 0, 0, -1, 1, 2, -1, 0, 0, 0, 0], [860832, -212, -34, 53, 1, 0, 4, 5, 2, 4, -1, -1, -1, -1], [260099, -8707, 902, 25, -6, -9, -3, 4, -4, -3, 4, 5, 5, 6], [82371, -12818, 1321, -31, 12, -15, 0, 10, 6, -1, 4, -4, -3, -11], [-578321, -64176, 6790, 7, -13, -176, -15, -13, -6, -6, -32, -10, -20, 4], [1708683, 5169, 1006, 182, 27, -5, 30, -34, -22, 3, 12, -2, 37, 1], [-8488664, -70585, 1783, -1593, -27, 160, -23, -67, -16, -11, 72, 27, -43, 3], [-3121331, -183893, 3943, -2764, -51, 435, -22, 44, 18, 69, -56, 30, 71, 13], [18475263, -310620, -4722, 3400, 27, 46, 67, -163, 117, -67, 16, 33, 90, 30], [5012476, -130769, -26506, 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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': [[[[23, 1]], 11, 1], [[[23, -1]], 14, 1]], 'ALdims': [11, 14], 'Nk2': 4508, 'analytic_conductor': 24.66311365893992, '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': [23, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 25, 'dim': 25, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 234881047, 'hecke_orbit_dims': [11, 14], 'label': '23.14.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 27, 'mf_new_dim': 25, 'num_forms': 2, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 25, 'sturm_bound': 28, 'trace_bound': 1, 'trace_display': [0, 1196, 41864, -240342], 'traces': [25, 0, 1196, 114688, 41864, 125657, -240342, -563007, 13202047, -6953886, 3424254, 22791073, -3490664, -50205176, -28644050, 474023696, 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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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 14, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '23.14.a.b', 'source_level': 23, 'target_char_orbit': 1, 'target_dim': 14, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '23.14.a.b', 'target_level': 23, 'twist_class_label': '23.14.a.b', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 89350
    {'charpoly_factorization': [[[-403307537164205957660540928, -20492352817108160199262208, 1956979376192478947573760, 36416744436371210625024, -1761622343140270561280, -11805792030130725888, 467123477239310080, 1755207342771424, -54547836919384, -131479864456, 3169548060, 4719421, -90112, -64, 1], 1]], 'hecke_orbit_code': 4503599862251543, 'p': 2}
  • id: 89351
    {'charpoly_factorization': [[[-4536558396267898852668251061054718692249600, -29681180846287182467605835271009524989440, 27822117734681531207214215912675704560, 211838478008889192627686975313779592, -70034883077105694527225930864937, -484002408290854775455131363504, 157403010510939028481297037, 455590843093714141853064, -178427495386912529970, -183826552095691944, 80255573836594, 32368785488, -15072085, -2056, 1], 1]], 'hecke_orbit_code': 4503599862251543, 'p': 3}
  • id: 89352
    {'charpoly_factorization': [[[209137131342817213513737699840151468501276582692000000000000000, 77402904974983635745237792141890081548586474180000000000000, 8977734414761059506909789223423149296164583800000000000, 124683873495785565207776952154895424648636000000000, -38497751669801591917357606903459688274480000000, -1379666389872588823123976268157564364800000, 67874925298438497856625798462439456000, 2425710906756711636778555689344640, -67848154959217911476009208064, -1675889494928768768317152, 37165220044123778544, 496662714079744, -9957717156, -52182, 1], 1]], 'hecke_orbit_code': 4503599862251543, 'p': 5}
  • id: 89353
    {'charpoly_factorization': [[[323873126489817112178008599104055116602999529817211882217362623491175612416, 31693965480420065117057455945168942453326604361696876267749479067680768, 421205068759550774858548348609955183227238845994858269867197792256, -2251747725509394227964685235349359315531882748284230485508096, -48474199219103804092712729695002703295711744553786716160, 9667430994713650926049971576767377010803805046784, 1799649313318264083219839579407504147867082752, 1452792157460494530400415253440106306816, -28533724555941268116159096755178688, -22551771264480481264554436064, 215497026189260026901088, 114695536800752744, -759541082440, -190602, 1], 1]], 'hecke_orbit_code': 4503599862251543, 'p': 7}
  • id: 89354
    {'charpoly_factorization': [[[1639377174778517195827730287083544256802982553942341198018790976953738633586007211634723717120, -12193963395354134995220241977250865071800549744441768426787446999060283117471990905372672, 5538524756185119442976744411377880625486986617343399832664211179845615153663528960, 1523797108582503447609622345045559799597400160179171885453031556398095718400, -908707670295545270616735624946416274040063252946030559582612272305152, -73885212673837934868961485344414083606933651414395767101720576, 58677348806173747244925053257508577499050651685873504512, 1839477392542024718942137085804209657244442655360, -1917380879169080853145264901349242901429632, -26871972004836782861898288962826336, 33311504552834693081697868496, 244109442861706891040, -290934718736244, -1070730, 1], 1]], 'hecke_orbit_code': 4503599862251543, 'p': 11}
  • id: 89355
    {'charpoly_factorization': [[[8277006662995250595469891363372959799463826934023425154873649612961670352943407636254435436852081296, -1434199642635195732365289435371290848568565245290348497965452250064832910853769900117790900800, -641795795242741164487344908610522696500327485582415121946125746722677464087029553780184, 123904097920634109125362312217912238787760479280388601779764681833485946188618552, 11274092850091765759051934452833506640821689735740301426578158655080574081, -3015203833756366778642776593100337619641239284060929948584754420838, 30838395386194403739682898632266742639879788648912289240605, 18912680286744643325160352359727680816168164472130248, -577475520157509041255402755755798447882014334, -48860862933794907157487304877818692420, 1852606213415798374492221419386, 56266000308714736656176, -2299427523726931, -23949638, 1], 1]], 'hecke_orbit_code': 4503599862251543, 'p': 13}
  • id: 89356
    {'charpoly_factorization': [[[426710737335846808815614785884106295093504796124732042682660316932077539902943244767652618367597534517249638400, 127697122211666249189238638246684740355498610560406915367110618391253432830114380310267491754773925888000, 8631573461104555689932055705015081307398076272968044338906910766274994691397339231921424646291456, 62829333939706458512564068320222574825545137753940915353885297624571389683531349271236608, -4493813726982872551880472970737496696730798928831297440078717851389059251998766080, -30626245163368002602303479027627407532444934796903869244215401339722250752, 898421920204624273008848349800350398600272201772153008586069943808, 4105861585445138200083574144876740111194831595629318284672, -87002201996668437484138232166092519413240012980288, -242212612126797094807774807935087354834368, 4320637981047378248650081235301456, 6638821255140965075058120, -105499242417780856, -69487470, 1], 1]], 'hecke_orbit_code': 4503599862251543, 'p': 17}
  • id: 89357
    {'charpoly_factorization': [[[88713483281570511206470517732312411432662804454530436992661448179010449043748225135596569317452338465331070566400, 6298107911809249780733741236669598166344832452055924142577361696506225632254291973183465481137567004917760, 64598494513983126826353417420510648915063549323664477828783048692297371161956011111154394632220672, -4185684444547253601940998464583581903209338694492211146625048644093819159099467613535424512, -92256191570205159726360849118718129187181530827622213371561064265550445592646221824, 346436946928129858100396556950407832529062883424186357641329791720100195328, 18727628361367279768035173117631143997150654574737104980963255589632, 26474490498827854885001758167651551673636917494870378966528, -1351918438156588835058926201686613357405736013839104, -2543041399481168036099212703287217581678080, 35025671364952831401535629371235152, 32420077999536653644290928, -328111269605665728, -111438548, 1], 1]], 'hecke_orbit_code': 4503599862251543, 'p': 19}
  • id: 89358
    {'charpoly_factorization': [[[-148035889, 1], 14]], 'hecke_orbit_code': 4503599862251543, 'p': 23}
  • id: 89359
    {'charpoly_factorization': [[[9027704019294439603000845488527902522543869046402201812323966234399408305302166201715411163222079649516223820358017445840148819730000, 2041215560797057019832723607313078062634073361594859828933523129156372056178381367630732649010531492410571954651526532112000, -12399974440756000745645468356583091677198665032511244218999498222274823192618070394544236654321780310626339787265800, 1394801018685954907412732580941042210765100584793408042198921028197729132493743278864747871612029246743080, 5256140831718222139197570910764002537012196466255765886815870947423830819982152072793913711537545, -1610850081163390691194209721293215043254447158365314481237774224899172058741596061712818, -732272675206904766956496817271368920600552070312846786432424168180860791604707, 367116001995714754409283317199957429322769920975996102731744140461080, 9554140789359870009849056558728946526993535591939725363570, -25240440386836913186935595259354763040437470361804, 2072502361673400473670375259912603414762, 670920480315450876850804212304, -88006910608372526923, -6082889362, 1], 1]], 'hecke_orbit_code': 4503599862251543, 'p': 29}
  • id: 89360
    {'charpoly_factorization': [[[-7334773440461171573671278247317746147196760821475248055697618809869644606448929409446671128471959572929843871243869957013106589696000, 12829959986158979913585890599426667922191465880896226473844764593965050001367343804106385224323345332441854058282689755873280, -2478075100454048665849339072589740115181106980165866775682810302385327069338266402963122417985764596897284445219840, -6898495957481072407760856787126490302020695419120823105647811542371928593422357293933260936120940940313216, 3517210325084074913672752182291427011961639297501216112487451150608207544407153581118297107597607, 988856808762654491337706618674860026060170640567955252745214112218674995547534092096496, -911303910979324518452399235441756318306966268639981466195540028928048649373747, 18425148489735578261578349006598367210233154980195150504201656866584, 90242049135437502534626103993679171111153708611023615260622, -12314866484494213549274774246356948868703708099208, -3516508313323042111097586582688229849374, 805133789030228262578139946760, 22979779870457602651, -15979895560, 1], 1]], 'hecke_orbit_code': 4503599862251543, 'p': 31}
  • id: 89361
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  • id: 89363
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  • id: 89367
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  • id: 89368
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  • id: 89369
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  • id: 89370
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  • id: 89371
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  • id: 89372
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  • id: 89373
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  • id: 89374
    {'charpoly_factorization': [[[17002480727190066392707877363009000210103370825880745197729809163644567604864266024817989441721822594489434726495070752527915947524533044729687202125953574783802501127013638144000, 10832771021592481171220583977253620860834768467632212950995226704431614994475968023228414533082490118619594488699610147587476587416290531038751396374353994893068697600, -7638391064405766660564703443633895197358296504449976589067568255870336228702579074889785734501748346880263080990523327446688641915671485447080334510096384, -3305338349683986666062809859376765973629042033979304191407604493846766468623214239449797667350759882998593358039157117570125587079316712140800, 1654837943099602048164603040204746478395005204301729667847654801743433917289696096320600760962115431236237882143541358791497978880, 235762816247737435417147263704860465960036213091306299779611693829902102606647106560001852168842594607914583001544192, -162341152529040795126371094919465262736463547887538021590954021403580064549596581305663760019915325117440, 7819831760405485625757764188178864446900014149038974040337825811392477150219915434547176320, 4517631834544195302334033049118696356911007578641761819430530537474889799906752, -579797980591546040958592846368730528720435047579056707922127750848, -22335424403867998568628869606483032873136432867765392, 6964474230754048958450318684560150153512, -192981106770557473117662896, -20411381883630, 1], 1]], 'hecke_orbit_code': 4503599862251543, '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': '23.14.a.b', 'level': 23, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 76975000
    {'hecke_orbit_code': 4503599862251543, 'n': 1, 'trace_an': 14}
  • id: 76975001
    {'hecke_orbit_code': 4503599862251543, 'n': 2, 'trace_an': 64}
  • id: 76975002
    {'hecke_orbit_code': 4503599862251543, 'n': 3, 'trace_an': 2056}
  • id: 76975003
    {'hecke_orbit_code': 4503599862251543, 'n': 4, 'trace_an': 69632}
  • id: 76975004
    {'hecke_orbit_code': 4503599862251543, 'n': 5, 'trace_an': 52182}
  • id: 76975005
    {'hecke_orbit_code': 4503599862251543, 'n': 6, 'trace_an': 311167}
  • id: 76975006
    {'hecke_orbit_code': 4503599862251543, 'n': 7, 'trace_an': 190602}
  • id: 76975007
    {'hecke_orbit_code': 4503599862251543, 'n': 8, 'trace_an': 2356809}
  • id: 76975008
    {'hecke_orbit_code': 4503599862251543, 'n': 9, 'trace_an': 12050784}
  • id: 76975009
    {'hecke_orbit_code': 4503599862251543, 'n': 10, 'trace_an': 3585670}
  • id: 76975010
    {'hecke_orbit_code': 4503599862251543, 'n': 11, 'trace_an': 1070730}
  • id: 76975011
    {'hecke_orbit_code': 4503599862251543, 'n': 12, 'trace_an': -8508331}
  • id: 76975012
    {'hecke_orbit_code': 4503599862251543, 'n': 13, 'trace_an': 23949638}
  • id: 76975013
    {'hecke_orbit_code': 4503599862251543, 'n': 14, 'trace_an': -119280968}
  • id: 76975014
    {'hecke_orbit_code': 4503599862251543, 'n': 15, 'trace_an': -44834930}
  • id: 76975015
    {'hecke_orbit_code': 4503599862251543, 'n': 16, 'trace_an': 256829072}
  • id: 76975016
    {'hecke_orbit_code': 4503599862251543, 'n': 17, 'trace_an': 69487470}
  • id: 76975017
    {'hecke_orbit_code': 4503599862251543, 'n': 18, 'trace_an': 92449927}
  • id: 76975018
    {'hecke_orbit_code': 4503599862251543, 'n': 19, 'trace_an': 111438548}
  • id: 76975019
    {'hecke_orbit_code': 4503599862251543, 'n': 20, 'trace_an': 1129282316}
  • id: 76975020
    {'hecke_orbit_code': 4503599862251543, 'n': 21, 'trace_an': 621345174}
  • id: 76975021
    {'hecke_orbit_code': 4503599862251543, 'n': 22, 'trace_an': 2278933028}
  • id: 76975022
    {'hecke_orbit_code': 4503599862251543, 'n': 23, 'trace_an': 2072502446}
  • id: 76975023
    {'hecke_orbit_code': 4503599862251543, 'n': 24, 'trace_an': 8776950724}
  • id: 76975024
    {'hecke_orbit_code': 4503599862251543, 'n': 25, 'trace_an': 5548551686}
  • id: 76975025
    {'hecke_orbit_code': 4503599862251543, 'n': 26, 'trace_an': -925154105}
  • id: 76975026
    {'hecke_orbit_code': 4503599862251543, 'n': 27, 'trace_an': -2006600744}
  • id: 76975027
    {'hecke_orbit_code': 4503599862251543, 'n': 28, 'trace_an': 10886499970}
  • id: 76975028
    {'hecke_orbit_code': 4503599862251543, 'n': 29, 'trace_an': 6082889362}
  • id: 76975029
    {'hecke_orbit_code': 4503599862251543, 'n': 30, 'trace_an': 33591682946}
  • id: 76975030
    {'hecke_orbit_code': 4503599862251543, 'n': 31, 'trace_an': 15979895560}
  • id: 76975031
    {'hecke_orbit_code': 4503599862251543, 'n': 32, 'trace_an': 39045677992}
  • id: 76975032
    {'hecke_orbit_code': 4503599862251543, 'n': 33, 'trace_an': 48341340746}
  • id: 76975033
    {'hecke_orbit_code': 4503599862251543, 'n': 34, 'trace_an': 26300859414}
  • id: 76975034
    {'hecke_orbit_code': 4503599862251543, 'n': 35, 'trace_an': 71251965504}
  • id: 76975035
    {'hecke_orbit_code': 4503599862251543, 'n': 36, 'trace_an': 134660338135}
  • id: 76975036
    {'hecke_orbit_code': 4503599862251543, 'n': 37, 'trace_an': 52356093690}
  • id: 76975037
    {'hecke_orbit_code': 4503599862251543, 'n': 38, 'trace_an': 96969962716}
  • id: 76975038
    {'hecke_orbit_code': 4503599862251543, 'n': 39, 'trace_an': 35694630240}
  • id: 76975039
    {'hecke_orbit_code': 4503599862251543, 'n': 40, 'trace_an': 30337594230}
  • id: 76975040
    {'hecke_orbit_code': 4503599862251543, 'n': 41, 'trace_an': 116782373266}
  • id: 76975041
    {'hecke_orbit_code': 4503599862251543, 'n': 42, 'trace_an': 47161428352}
  • id: 76975042
    {'hecke_orbit_code': 4503599862251543, 'n': 43, 'trace_an': 551363512}
  • id: 76975043
    {'hecke_orbit_code': 4503599862251543, 'n': 44, 'trace_an': -18191926218}
  • id: 76975044
    {'hecke_orbit_code': 4503599862251543, 'n': 45, 'trace_an': 66956385060}
  • id: 76975045
    {'hecke_orbit_code': 4503599862251543, 'n': 46, 'trace_an': 9474296896}
  • id: 76975046
    {'hecke_orbit_code': 4503599862251543, 'n': 47, 'trace_an': -89763073312}
  • id: 76975047
    {'hecke_orbit_code': 4503599862251543, 'n': 48, 'trace_an': 7373438519}
  • id: 76975048
    {'hecke_orbit_code': 4503599862251543, 'n': 49, 'trace_an': 198965141586}
  • id: 76975049
    {'hecke_orbit_code': 4503599862251543, 'n': 50, 'trace_an': -353559739256}
  • id: 76975050
    {'hecke_orbit_code': 4503599862251543, 'n': 51, 'trace_an': -849385907902}
  • id: 76975051
    {'hecke_orbit_code': 4503599862251543, 'n': 52, 'trace_an': 290946305159}
  • id: 76975052
    {'hecke_orbit_code': 4503599862251543, 'n': 53, 'trace_an': -255252512096}
  • id: 76975053
    {'hecke_orbit_code': 4503599862251543, 'n': 54, 'trace_an': -20138610103}
  • id: 76975054
    {'hecke_orbit_code': 4503599862251543, 'n': 55, 'trace_an': -308239853444}
  • id: 76975055
    {'hecke_orbit_code': 4503599862251543, 'n': 56, 'trace_an': -1741462242990}
  • id: 76975056
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