Newform data - 81.13.d.c

Formats: - HTML - YAML - JSON - 2026-09-22T16:43:29.863591

• 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': 13689, 'analytic_conductor': 74.03349919937912, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [81, 6, [2], [1]], 'cm_discs': [], 'conrey_index': 26, 'dim': 4, 'field_disc': 97344, 'field_disc_factorization': [[2, 6], [3, 2], [13, 2]], 'field_poly': [676, 0, -26, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [70963776, 0, -8424, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405631275089, 'hecke_ring_generator_nbound': 25, 'hecke_ring_index': 324, 'hecke_ring_index_factorization': [[2, 2], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0], [1, 1, 3, 2, -1, 2, 0], [1, 1, 9, 4, -1, 6, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '81.13.d.c', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.13.b.b', 'nf_label': '4.0.97344.6', 'prim_orbit_index': 4, 'qexp_display': 'q+\\beta _{1}q^{2}+4328\\beta _{2}q^{4}+(-230\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '12.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.13.d', 'trace_display': [0, 0, 0, -80500], 'trace_hash': 898898945776215023, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.072', 'prec': 7}, {'__RealLiteral__': 0, 'data': '3.910', 'prec': 14}, {'__RealLiteral__': 0, 'data': '2.176', 'prec': 14}, {'__RealLiteral__': 0, 'data': '91.051', 'prec': 17}, {'__RealLiteral__': 0, 'data': '90.047', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3243.901', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 10}, 'traces': [4, 0, 0, 8656, 0, 0, -80500, 0, 0, -7750080, 0, 0, -2568100, 0, 0, 31546240, 0, 0, 213374312, 0, 0, -213127200, 0, 0, 402977950, 0, 0, -696808000, 0, 0, -133052404, 0, 0, 2724928128, 0, 0, 8914905800, 0, 0, -899009280, 0, 0, -17954432500, 0, 0, -39454107264, 0, 0, 24442449402, 0, 0, 11114736800, 0, 0, 98038512000, 0, 0, 22071722400, 0, 0, 81359871836, 0, 0, 305084618752, 0, 0, -242353693300, 0, 0, 155970360000, 0, 0, -243824750200, 0, 0, 461742011168, 0, 0, 504649995404, 0, 0, 3014750793600, 0, 0, 626733469440, 0, 0, 49445510400, 0, 0, 206732050000, 0, 0, -197685401472, 0, 0, -1307635557700, 0, 0, 3488177135200, 0, 0, 1991090194700, 0, 0, 7552614936672, 0, 0, 10857500656712, 0, 0, 1269736160000, 0, 0, 4537222335360, 0, 0, 16927375982400, 0, 0, -3580797673442, 0, 0, 575850804512, 0, 0, 708652500200, 0, 0, 4975745112000, 0, 0, -4294158029000, 0, 0, 1264366651392, 0, 0, 1685456040524, 0, 0, 8234067441600, 0, 0, -10152992304000, 0, 0, 19291856151200, 0, 0, -5042774196724, 0, 0, 17156739600000, 0, 0, -6200134046500, 0, 0, -64803812935680, 0, 0, -82972291547800, 0, 0, -75410139194208, 0, 0, 43298601439962, 0, 0, -155413567720000, 0, 0, 16219862487500, 0, 0, 20654466955200, 0, 0, 170853902182088, 0, 0, -4576676442624, 0, 0, -34470340819200, 0, 0, -413416996986240, 0, 0, -12632168330500, 0, 0, -105786921011856, 0, 0, -219464531878168, 0, 0, -157616380116000, 0, 0, -346696341264000, 0, 0, -81013898944000, 0, 0, 179988631739276, 0, 0, 56462015102688, 0, 0, 10710718522000, 0, 0, 212155339968000, 0, 0, 320545704505100, 0, 0, 114031942891776, 0, 0, -374945201291236, 0, 0, -5120639596800, 0, 0, 90935284677120, 0, 0, 109678357152000, 0, 0, 313452730431356, 0, 0, 704251050612416, 0, 0, -136991642661800, 0, 0, 165276849816000, 0, 0, 499094456889600, 0, 0, -493868266692608, 0, 0, -179412479225000, 0, 0, 1788918043723200, 0, 0, 1737101435434560, 0, 0, 1048906784602400, 0, 0, 920773384708328, 0, 0, 10299705968448, 0, 0, 268077910991900, 0, 0, 72370247040000, 0, 0, 558686014580300, 0, 0, -273665981160000, 0, 0, 1449050997498628, 0, 0, -527636759432800, 0, 0, -1946648237976000, 0, 0, -2471330979000000, 0, 0, -722665908125000, 0, 0, 1682789314046720, 0, 0, 2669557543073000, 0, 0, 257791693798080, 0, 0, 1977346650299900, 0, 0, 4368250360217024, 0, 0, -279207288360000, 0, 0, 794013908688000, 0, 0, -1034887673395000, 0, 0, 349711092057600, 0, 0, -61317700133044, 0, 0, -10533352940562816, 0, 0, 1538178063799100, 0, 0, -2712502455736320, 0, 0, -4196064416222000, 0, 0, -8035589460439008, 0, 0, -4761110479406116, 0, 0, -7128419422924800, 0, 0, 1893835511568000, 0, 0, -5250962616213600, 0, 0, 2528889579103692, 0, 0, 447368156200000, 0, 0, -445310503453300, 0, 0, -17272808285616000, 0, 0, 9360856130899100, 0, 0, 45863013141504, 0, 0, 12033616911904232, 0, 0, -9967916983564800, 0, 0, -1973025054000000, 0, 0, -11318893387451200, 0, 0, 3190574746225152, 0, 0, 4804572604916448, 0, 0, -18065728882588600, 0, 0, -6356219562704000, 0, 0, -170845939356200, 0, 0, -1776773653200000, 0, 0, -375784464923716, 0, 0, -8617438362661600, 0, 0, 34688664029335680, 0, 0, -11368967417121600, 0, 0, 5416701787879196, 0, 0, 3504413330615808, 0, 0, 3274734841399000, 0, 0, 34787072057400000, 0, 0, 43682765294443400, 0, 0, 23495631421124768, 0, 0, -8937414934701556, 0, 0, -6997887925516800, 0, 0, 4750527399696000, 0, 0, -6139827952384000, 0, 0, -38136597539040000, 0, 0, -7205758113726432, 0, 0, -18525766447970500, 0, 0, 39274196534876160, 0, 0, 26450623461893900, 0, 0, 2815055198010432, 0, 0, 19509472310650000, 0, 0, 1963575613958400, 0, 0, 21496285708105100, 0, 0, 77872431721593600, 0, 0, -5723592396245000, 0, 0, 15497692330656976, 0, 0, 21391090157709800, 0, 0, -47357734565363040, 0, 0, 3569792094086400, 0, 0, -4197303069160960, 0, 0, 44857049427869324, 0, 0, 44137850771196000, 0, 0, 72503534853360000, 0, 0, 1533524010432800, 0, 0, 4906973097775000, 0, 0, -126050827218241536, 0, 0, 2500720328620800, 0, 0, -1154372865984000, 0, 0, -8263596907826200, 0, 0, -41170209281068608, 0, 0, -20731157399189954, 0, 0, -37170231899024000, 0, 0, 12986263473618240, 0, 0, -82859583120818400, 0, 0, -16771503322941112, 0, 0, -45570041256370176, 0, 0, -13014810683115700, 0, 0, -85885562145240000, 0, 0, 20312162315011000, 0, 0, -7294653743387872, 0, 0, 46108778103250000, 0, 0, 103183187969534400, 0, 0, -13113673432554240, 0, 0, 3820607292902400, 0, 0, -86454306100309684, 0, 0, -60671859721200000, 0, 0, -249676350346919800, 0, 0, -21971075345856000, 0, 0, -95540578948900800, 0, 0, -354790338487026624, 0, 0, -7097491290861512, 0, 0, 70307939486048000, 0, 0, -50452044289920000, 0, 0, 25330523216169600, 0, 0, 71082820166454716, 0, 0, -43650253446842944, 0, 0, -181537778646512500, 0, 0, -157636378879686720, 0, 0, 284889890086656200, 0, 0, 1990181793600000, 0, 0, 135244618352605004, 0, 0, 452536063907990400, 0, 0, 136396964031898750, 0, 0, 26834180153252000, 0, 0, -134838046025897752, 0, 0, -117240250119419232, 0, 0, 31385327154638100, 0, 0, -60234714955284480, 0, 0, 218602977539463500, 0, 0, 145357416140361984, 0, 0, -214131306177360000, 0, 0, -179552038909439200, 0, 0, -205725575028168000, 0, 0, 15913674818496000, 0, 0, -130890668201860324, 0, 0, 17495152293056256, 0, 0, -51686853221203200, 0, 0, 469565127842616000, 0, 0, 53982983656615100, 0, 0, 374792694064311072, 0, 0, -52632331197425000, 0, 0, -14178543158894400, 0, 0, -4737864745486080, 0, 0, 283197418354400000, 0, 0, 68293369588775756, 0, 0, 1106914579883521344, 0, 0, -243796867176844800, 0, 0, -70199564845900000, 0, 0, 475552972904952400, 0, 0, -89082652654165248, 0, 0, 179923450248835484, 0, 0, 9583672667212800, 0, 0, -62943175666800000, 0, 0, 521686748306692800, 0, 0, -160282760673350000, 0, 0, 369727844322038432, 0, 0, 162671048529269900, 0, 0, 472415330007504000, 0, 0, -198596374402641700, 0, 0, -329903250892959744, 0, 0, -582045316595117848, 0, 0, 303992751201048000, 0, 0, 284203062585000000, 0, 0, -298375270130995200, 0, 0, -685371911613358324, 0, 0, 28341195147720000, 0, 0, -202708926666163000, 0, 0, -47956371650403840, 0, 0, -218507200716329000, 0, 0, 333708948186771456, 0, 0, -96483083174180356, 0, 0, 54672024534404000, 0, 0, -53617185006491800, 0, 0, 565189122781951200, 0, 0, -104160953136240000, 0, 0, 771067375023348480, 0, 0, 300951363091873100, 0, 0, -977769459095158080, 0, 0, -208940286862031600, 0, 0, -474921246984355552, 0, 0, -31972846092475392, 0, 0, -1447959991454496000, 0, 0, 182623198998240000, 0, 0, 36567000186912000, 0, 0, -1165322594965070872, 0, 0, -475002227854440000, 0, 0, -957753670509485000, 0, 0, -3001003529981184000, 0, 0, 568357145423977100, 0, 0, -340663441645800000, 0, 0, -1425255418882017208, 0, 0, -195871952354252800, 0, 0, 1211335588164723840, 0, 0, 1463365382584996800, 0, 0, -678714506480818082, 0, 0, -778990798167586528, 0, 0, 288254212712081000, 0, 0, -549042975459388800, 0, 0, 192726052106668700, 0, 0, 26198375007647232, 0, 0, 37510747632388364, 0, 0, 626230408879670400, 0, 0, 3696371151801943680, 0, 0, 23177994881608000, 0, 0, -311194259881865000, 0, 0, -2104623248257550592, 0, 0, -1472204259574248100, 0, 0, 773186607198720000, 0, 0, -2832820096750888600, 0, 0, 2299165388909262432, 0, 0, -14261631566525000, 0, 0, 2774643618196145600, 0, 0, -1207721401729128000, 0, 0, -1739156314896000000, 0, 0, -2443059458795165184, 0, 0, 13227705375446016, 0, 0, -534701307544640500, 0, 0, -400547481516000000, 0, 0, 953938260806731200, 0, 0, 1622762831188469408, 0, 0, 884550575648604392, 0, 0, 637714263185344800, 0, 0, 898127615931777500, 0, 0, 738228131620761600, 0, 0, 1303847706186640356, 0, 0, 91789635788162208, 0, 0, 1584578003019777800, 0, 0, 196783956041287680, 0, 0, -1764961734106771200, 0, 0, 3826577926314000000, 0, 0, 156541585247155000, 0, 0, -25445378859264000, 0, 0, 4585241812439808000, 0, 0, -2527669557958521600, 0, 0, 1566474096472009914, 0, 0, 2713246834613817536, 0, 0, 2166805478422834700, 0, 0, 2533570045754904000, 0, 0, -135679211262182000, 0, 0, -1283299021653848320, 0, 0, -261279006983280000, 0, 0, -5590258849900670400, 0, 0, 1105051699130783040, 0, 0, 592899829440270400, 0, 0, 3977002562365928168, 0, 0, 331421214524400000, 0, 0, 813743642085158300, 0, 0, 76688458314624000], 'weight': 13, 'weight_parity': -1}
• 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, 1, 0, 0], [0, 0, 0, 0], [0, 0, 4328, 0], [0, -230, 0, 230], [0, 0, 0, 0], [-40250, 0, 40250, 0], [0, 0, 0, 232], [0, 0, 0, 0], [-1937520, 0, 0, 0], [0, -12650, 0, 0], [0, 0, 0, 0], [0, 0, -1284050, 0], [0, -40250, 0, 40250], [0, 0, 0, 0], [15773120, 0, -15773120, 0], [0, 0, 0, -161736], [0, 0, 0, 0], [53343578, 0, 0, 0], [0, -995440, 0, 0], [0, 0, 0, 0], [0, 0, -106563600, 0], [0, -1170884, 0, 1170884], [0, 0, 0, 0], [201488975, 0, -201488975, 0], [0, 0, 0, -1284050], [0, 0, 0, 0], [-174202000, 0, 0, 0], [0, 1310050, 0, 0], [0, 0, 0, 0], [0, 0, -66526202, 0], [0, 16723392, 0, -16723392], [0, 0, 0, 0], [1362464064, 0, -1362464064, 0], [0, 0, 0, -9257500], [0, 0, 0, 0], [2228726450, 0, 0, 0], [0, 53343578, 0, 0], [0, 0, 0, 0], [0, 0, -449504640, 0], [0, 89469100, 0, -89469100], [0, 0, 0, 0], [-8977216250, 0, 8977216250, 0], [0, 0, 0, -54749200], [0, 0, 0, 0], [-9863526816, 0, 0, 0], [0, -11733464, 0, 0], [0, 0, 0, 0], [0, 0, 12221224701, 0], [0, 201488975, 0, 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[0, -12269022940, 0, 12269022940], [0, 0, 0, 0], [-653817778850, 0, 653817778850, 0], [0, 0, 0, 12221224701], [0, 0, 0, 0], [872044283800, 0, 0, 0]], 'ap': [[0, 1, 0, 0], [0, 0, 0, 0], [0, -230, 0, 230], [-40250, 0, 40250, 0], [0, -12650, 0, 0], [0, 0, -1284050, 0], [0, 0, 0, -161736], [53343578, 0, 0, 0], [0, -1170884, 0, 1170884], [0, 1310050, 0, 0], [0, 0, -66526202, 0], [2228726450, 0, 0, 0], [0, 89469100, 0, -89469100], [-8977216250, 0, 8977216250, 0], [0, -11733464, 0, 0], [0, 0, 0, -448279614], [0, 502355650, 0, -502355650], [40679935918, 0, -40679935918, 0], [0, 0, -121176846650, 0], [0, 0, 0, -488726700], [-60956187550, 0, 0, 0], [252324997702, 0, -252324997702, 0], [0, -4475910446, 0, 0], [0, 0, 0, -1225929900], [-653817778850, 0, 653817778850, 0], [0, -9355198250, 0, 0], [0, 0, 995545097350, 0], [0, 0, 0, -3351259206], [2714375164178, 0, 0, 0], [0, 3384138856, 0, -3384138856], [177163125050, 0, 0, 0], [0, 53089922950, 0, -53089922950], [0, 611331076, 0, 0], [0, 0, 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0, 0], [0, -4395325298607956, 0, 4395325298607956], [-267350653772320250, 0, 267350653772320250, 0], [0, -7925902940635400, 0, 0], [221137643912151098, 0, 0, 0], [0, -7459452242805200, 0, 0], [396144500754944450, 0, 0, 0], [0, -7079537758788650, 0, 7079537758788650], [0, -945195672117374, 0, 0], [0, 0, 0, -717272258086524], [0, 0, 1083402739211417350, 0], [0, 0, 0, 17276310154327050], [0, 6188509079661784, 0, -6188509079661784], [0, -1266703025810396, 0, 0], [994250640591482042, 0, 0, 0], [406871821042579150, 0, -406871821042579150, 0]], 'char_orbit_index': 4, 'field_poly': [676, 0, -26, 0, 1], 'hecke_orbit_code': 9007405631275089, 'hecke_ring_character_values': [[2, [0, 0, 1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 26, 13], 'hecke_ring_inverse_denominators': [1, 18, 1, 9], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [0, 0, 26, 0], [0, 0, 0, 13]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 18, 0, 0], [0, 0, 1, 0], [0, 0, 0, 9]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '81.13.d.c', 'level': 81, 'maxp': 997, 'weight': 13}
• 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

  
  {'Nk2': 13689, 'analytic_conductor': 74.03349919937912, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [81, 6, [2], [1]], 'conrey_index': 26, 'cusp_dim': 204, 'dim': 94, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206376534097, 'hecke_orbit_dims': [2, 4, 4, 4, 8, 8, 16, 48], 'label': '81.13.d', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 228, 'mf_new_dim': 98, 'num_forms': 8, 'prim_orbit_index': 4, 'relative_dim': 47, 'sturm_bound': 117, 'trace_bound': 4, 'trace_display': [0, 0, 0, -171598], 'traces': [94, 0, 0, 94210, 0, 0, -171598, 0, 0, 16380, 0, 0, 2125202, 0, 0, -184557566, 0, 0, -130421044, 0, 0, -134676990, 0, 0, 2374257121, 0, 0, -2878586884, 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-7561485500272965386, 0, 0, -3601029531228681068, 0, 0, -17396045539296280416, 0, 0, 4439450863188589442, 0, 0, 13884985204835508126, 0, 0, 13731304257638870156, 0, 0, 1812257510103607068, 0, 0, -1297392031152614996, 0, 0, -795805153510527424, 0, 0, -4747571501302840680, 0, 0, -3977313246989187120, 0, 0, -13937995794223851264, 0, 0, 5041030111265761416, 0, 0, 4360274085789864122, 0, 0, 29740916788682789232, 0, 0, 4319997274061547480, 0, 0, -3126749681730689716, 0, 0, -6959361223983189412, 0, 0, -8281736362305528390, 0, 0, -10016292305149590046, 0, 0, -22243384167980002200, 0, 0, 5730765013664798190, 0, 0, 8440158853934603298, 0, 0, 8967142868143148396, 0, 0, 4418593205306469804, 0, 0, -1688456743410031200, 0, 0, 7384882325867586936, 0, 0, -11664316397549534732, 0, 0, -11696828849781320160, 0, 0, -19067495023118371104, 0, 0, 8602012281256313400, 0, 0, 10484183247501304731, 0, 0, 20586141056544772472, 0, 0, 3962091838363856402, 0, 0, -1791158525976446982, 0, 0, -3648811248048902168, 0, 0, -25454841851514921952, 0, 0, -1206520278658282512, 0, 0, -13287307858692162660, 0, 0, 9980652453388868376, 0, 0, 11118701176020555184, 0, 0, 16546316491514337020, 0, 0, 13393472311230144516, 0, 0, 49007294808086282, 0, 0, -16203805666264477116], 'weight': 13, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 72999
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.13.b.b', 'target_level': 3, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 13}
  • id: 73000
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.13.b.b', 'target_level': 3, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 13}
  • id: 73001
    {'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.13.e.b', 'target_level': 48, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 13}
  • id: 73002
    {'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.13.e.b', 'target_level': 48, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 13}
  • id: 73003
    {'conductor': 45, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.13.c.c', 'target_level': 75, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 13}
  • id: 73004
    {'conductor': 45, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.13.c.c', 'target_level': 75, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 13}
  • id: 73005
    {'conductor': 45, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.13.d.b', 'target_level': 75, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '45.k', 'twisting_char_orbit': 11, 'weight': 13}
  • id: 73006
    {'conductor': 45, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.13.d.b', 'target_level': 75, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '45.l', 'twisting_char_orbit': 12, 'weight': 13}
  • id: 73007
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.13.d.c', 'target_level': 81, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 13}
  • id: 73008
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.13.d.c', 'target_level': 81, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 13}
  • id: 73009
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.13.d.c', 'target_level': 81, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 13}
  • id: 73010
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '81.13.d.c', 'target_level': 81, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 13}
  • id: 73011
    {'conductor': 72, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.13.e.c', 'target_level': 192, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '72.l', 'twisting_char_orbit': 12, 'weight': 13}
  • id: 73012
    {'conductor': 72, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.13.e.c', 'target_level': 192, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '72.p', 'twisting_char_orbit': 16, 'weight': 13}
  • id: 73013
    {'conductor': 72, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '192.13.e.d', 'target_level': 192, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '72.j', 'twisting_char_orbit': 10, 'weight': 13}
  • id: 73014
    {'conductor': 72, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '81.13.d.c', 'source_level': 81, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '192.13.e.d', 'target_level': 192, 'twist_class_label': '3.13.b.b', 'twist_class_level': 3, 'twisting_char_label': '72.n', 'twisting_char_orbit': 14, 'weight': 13}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 256825
    {'charpoly_factorization': [[[70963776, 0, -8424, 0, 1], 1]], 'hecke_orbit_code': 9007405631275089, 'p': 2}
  • id: 256826
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007405631275089, 'p': 3}
  • id: 256827
    {'charpoly_factorization': [[[198585740396160000, 0, -445629600, 0, 1], 1]], 'hecke_orbit_code': 9007405631275089, 'p': 5}
  • id: 256828
    {'charpoly_factorization': [[[1620062500, 40250, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 7}
  • id: 256829
    {'charpoly_factorization': [[[1817183640712611600000000, 0, -1348029540000, 0, 1], 1]], 'hecke_orbit_code': 9007405631275089, 'p': 11}
  • id: 256830
    {'charpoly_factorization': [[[1648784402500, 1284050, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 13}
  • id: 256831
    {'charpoly_factorization': [[[220359487855104, 0, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 17}
  • id: 256832
    {'charpoly_factorization': [[[-53343578, 1], 4]], 'hecke_orbit_code': 9007405631275089, 'p': 19}
  • id: 256833
    {'charpoly_factorization': [[[133380457329652050439844533518336, 0, -11549045732425344, 0, 1], 1]], 'hecke_orbit_code': 9007405631275089, 'p': 23}
  • id: 256834
    {'charpoly_factorization': [[[209020172690607804820803600000000, 0, -14457529965060000, 0, 1], 1]], 'hecke_orbit_code': 9007405631275089, 'p': 29}
  • id: 256835
    {'charpoly_factorization': [[[4425735552544804, 66526202, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 31}
  • id: 256836
    {'charpoly_factorization': [[[-2228726450, 1], 4]], 'hecke_orbit_code': 9007405631275089, 'p': 37}
  • id: 256837
    {'charpoly_factorization': [[[4547042264373956038068622649913600000000, 0, -67431760056919440000, 0, 1], 1]], 'hecke_orbit_code': 9007405631275089, 'p': 41}
  • id: 256838
    {'charpoly_factorization': [[[80590411599264062500, 8977216250, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 43}
  • id: 256839
    {'charpoly_factorization': [[[1345060122299724892751514294259286016, 0, -1159767270748629504, 0, 1], 1]], 'hecke_orbit_code': 9007405631275089, 'p': 47}
  • id: 256840
    {'charpoly_factorization': [[[1692841654250979302304, 0, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 53}
  • id: 256841
    {'charpoly_factorization': [[[4519411443129721244965392325530819600000000, 0, -2125890741108235140000, 0, 1], 1]], 'hecke_orbit_code': 9007405631275089, 'p': 59}
  • id: 256842
    {'charpoly_factorization': [[[1654857186292586502724, -40679935918, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 61}
  • id: 256843
    {'charpoly_factorization': [[[14683828164037616222500, 121176846650, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 67}
  • id: 256844
    {'charpoly_factorization': [[[2012104304155305360000, 0, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 71}
  • id: 256845
    {'charpoly_factorization': [[[60956187550, 1], 4]], 'hecke_orbit_code': 9007405631275089, 'p': 73}
  • id: 256846
    {'charpoly_factorization': [[[63667904465314305280804, -252324997702, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 79}
  • id: 256847
    {'charpoly_factorization': [[[28481461481613396199636916859622614412904211456, 0, -168764514876834804948384, 0, 1], 1]], 'hecke_orbit_code': 9007405631275089, 'p': 83}
  • id: 256848
    {'charpoly_factorization': [[[12660464304470820240000, 0, 1], 2]], 'hecke_orbit_code': 9007405631275089, 'p': 89}
  • id: 256849
    {'charpoly_factorization': [[[427477687940347507322500, 653817778850, 1], 2]], 'hecke_orbit_code': 9007405631275089, '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': 4, 'hecke_orbit': 3, 'label': '81.13.d.c', 'level': 81, 'portrait': 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', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 30380767
    {'hecke_orbit_code': 9007405631275089, 'n': 1, 'trace_an': 4}
  • id: 30380768
    {'hecke_orbit_code': 9007405631275089, 'n': 2, 'trace_an': 0}
  • id: 30380769
    {'hecke_orbit_code': 9007405631275089, 'n': 3, 'trace_an': 0}
  • id: 30380770
    {'hecke_orbit_code': 9007405631275089, 'n': 4, 'trace_an': 8656}
  • id: 30380771
    {'hecke_orbit_code': 9007405631275089, 'n': 5, 'trace_an': 0}
  • id: 30380772
    {'hecke_orbit_code': 9007405631275089, 'n': 6, 'trace_an': 0}
  • id: 30380773
    {'hecke_orbit_code': 9007405631275089, 'n': 7, 'trace_an': -80500}
  • id: 30380774
    {'hecke_orbit_code': 9007405631275089, 'n': 8, 'trace_an': 0}
  • id: 30380775
    {'hecke_orbit_code': 9007405631275089, 'n': 9, 'trace_an': 0}
  • id: 30380776
    {'hecke_orbit_code': 9007405631275089, 'n': 10, 'trace_an': -7750080}
  • id: 30380777
    {'hecke_orbit_code': 9007405631275089, 'n': 11, 'trace_an': 0}
  • id: 30380778
    {'hecke_orbit_code': 9007405631275089, 'n': 12, 'trace_an': 0}
  • id: 30380779
    {'hecke_orbit_code': 9007405631275089, 'n': 13, 'trace_an': -2568100}
  • id: 30380780
    {'hecke_orbit_code': 9007405631275089, 'n': 14, 'trace_an': 0}
  • id: 30380781
    {'hecke_orbit_code': 9007405631275089, 'n': 15, 'trace_an': 0}
  • id: 30380782
    {'hecke_orbit_code': 9007405631275089, 'n': 16, 'trace_an': 31546240}
  • id: 30380783
    {'hecke_orbit_code': 9007405631275089, 'n': 17, 'trace_an': 0}
  • id: 30380784
    {'hecke_orbit_code': 9007405631275089, 'n': 18, 'trace_an': 0}
  • id: 30380785
    {'hecke_orbit_code': 9007405631275089, 'n': 19, 'trace_an': 213374312}
  • id: 30380786
    {'hecke_orbit_code': 9007405631275089, 'n': 20, 'trace_an': 0}
  • id: 30380787
    {'hecke_orbit_code': 9007405631275089, 'n': 21, 'trace_an': 0}
  • id: 30380788
    {'hecke_orbit_code': 9007405631275089, 'n': 22, 'trace_an': -213127200}
  • id: 30380789
    {'hecke_orbit_code': 9007405631275089, 'n': 23, 'trace_an': 0}
  • id: 30380790
    {'hecke_orbit_code': 9007405631275089, 'n': 24, 'trace_an': 0}
  • id: 30380791
    {'hecke_orbit_code': 9007405631275089, 'n': 25, 'trace_an': 402977950}
  • id: 30380792
    {'hecke_orbit_code': 9007405631275089, 'n': 26, 'trace_an': 0}
  • id: 30380793
    {'hecke_orbit_code': 9007405631275089, 'n': 27, 'trace_an': 0}
  • id: 30380794
    {'hecke_orbit_code': 9007405631275089, 'n': 28, 'trace_an': -696808000}
  • id: 30380795
    {'hecke_orbit_code': 9007405631275089, 'n': 29, 'trace_an': 0}
  • id: 30380796
    {'hecke_orbit_code': 9007405631275089, 'n': 30, 'trace_an': 0}
  • id: 30380797
    {'hecke_orbit_code': 9007405631275089, 'n': 31, 'trace_an': -133052404}
  • id: 30380798
    {'hecke_orbit_code': 9007405631275089, 'n': 32, 'trace_an': 0}
  • id: 30380799
    {'hecke_orbit_code': 9007405631275089, 'n': 33, 'trace_an': 0}
  • id: 30380800
    {'hecke_orbit_code': 9007405631275089, 'n': 34, 'trace_an': 2724928128}
  • id: 30380801
    {'hecke_orbit_code': 9007405631275089, 'n': 35, 'trace_an': 0}
  • id: 30380802
    {'hecke_orbit_code': 9007405631275089, 'n': 36, 'trace_an': 0}
  • id: 30380803
    {'hecke_orbit_code': 9007405631275089, 'n': 37, 'trace_an': 8914905800}
  • id: 30380804
    {'hecke_orbit_code': 9007405631275089, 'n': 38, 'trace_an': 0}
  • id: 30380805
    {'hecke_orbit_code': 9007405631275089, 'n': 39, 'trace_an': 0}
  • id: 30380806
    {'hecke_orbit_code': 9007405631275089, 'n': 40, 'trace_an': -899009280}
  • id: 30380807
    {'hecke_orbit_code': 9007405631275089, 'n': 41, 'trace_an': 0}
  • id: 30380808
    {'hecke_orbit_code': 9007405631275089, 'n': 42, 'trace_an': 0}
  • id: 30380809
    {'hecke_orbit_code': 9007405631275089, 'n': 43, 'trace_an': -17954432500}
  • id: 30380810
    {'hecke_orbit_code': 9007405631275089, 'n': 44, 'trace_an': 0}
  • id: 30380811
    {'hecke_orbit_code': 9007405631275089, 'n': 45, 'trace_an': 0}
  • id: 30380812
    {'hecke_orbit_code': 9007405631275089, 'n': 46, 'trace_an': -39454107264}
  • id: 30380813
    {'hecke_orbit_code': 9007405631275089, 'n': 47, 'trace_an': 0}
  • id: 30380814
    {'hecke_orbit_code': 9007405631275089, 'n': 48, 'trace_an': 0}
  • id: 30380815
    {'hecke_orbit_code': 9007405631275089, 'n': 49, 'trace_an': 24442449402}
  • id: 30380816
    {'hecke_orbit_code': 9007405631275089, 'n': 50, 'trace_an': 0}
  • id: 30380817
    {'hecke_orbit_code': 9007405631275089, 'n': 51, 'trace_an': 0}
  • id: 30380818
    {'hecke_orbit_code': 9007405631275089, 'n': 52, 'trace_an': 11114736800}
  • id: 30380819
    {'hecke_orbit_code': 9007405631275089, 'n': 53, 'trace_an': 0}
  • id: 30380820
    {'hecke_orbit_code': 9007405631275089, 'n': 54, 'trace_an': 0}
  • id: 30380821
    {'hecke_orbit_code': 9007405631275089, 'n': 55, 'trace_an': 98038512000}
  • id: 30380822
    {'hecke_orbit_code': 9007405631275089, 'n': 56, 'trace_an': 0}
  • id: 30380823
    {'hecke_orbit_code': 9007405631275089, 'n': 57, 'trace_an': 0}
  • id: 30380824
    {'hecke_orbit_code': 9007405631275089, 'n': 58, 'trace_an': 22071722400}
  • id: 30380825
    {'hecke_orbit_code': 9007405631275089, 'n': 59, 'trace_an': 0}
  • id: 30380826
    {'hecke_orbit_code': 9007405631275089, 'n': 60, 'trace_an': 0}
  • id: 30380827
    {'hecke_orbit_code': 9007405631275089, 'n': 61, 'trace_an': 81359871836}
  • id: 30380828
    {'hecke_orbit_code': 9007405631275089, 'n': 62, 'trace_an': 0}
  • id: 30380829
    {'hecke_orbit_code': 9007405631275089, 'n': 63, 'trace_an': 0}
  • id: 30380830
    {'hecke_orbit_code': 9007405631275089, 'n': 64, 'trace_an': 305084618752}
  • id: 30380831
    {'hecke_orbit_code': 9007405631275089, 'n': 65, 'trace_an': 0}
  • id: 30380832
    {'hecke_orbit_code': 9007405631275089, 'n': 66, 'trace_an': 0}
  • id: 30380833
    {'hecke_orbit_code': 9007405631275089, 'n': 67, 'trace_an': -242353693300}
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