Newform data - 81.12.c.e

Formats: - HTML - YAML - JSON - 2024-04-19T15:54:27.685190

• 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': 11664, 'analytic_conductor': 62.2357976253267, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 28, 'conrey_indexes': [28, 55], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [6084, -78, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014536149762129, 'hecke_ring_generator_nbound': 25, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '81.12.c.e', 'level': 81, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.12.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(78-78\\zeta_{6})q^{2}-4036\\zeta_{6}q^{4}-5370\\zeta_{6}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.12.c', 'trace_display': [78, 0, -5370, 27760], 'trace_hash': 1267446118547566234, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.059', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.941', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.090', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '96.491', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 78, 0, -4036, -5370, 0, 27760, -310128, 0, -837720, 637836, 0, -766214, -2165280, 0, -3829264, -6168708, 0, -39022808, -21673320, 0, -49751208, 15312360, 0, 19991225, -119529384, 0, -224078720, 10751262, 0, 50937400, -18888480, 0, -240579612, -298142400, 0, 1329481660, -1521889512, 0, 832693680, 898833450, 0, 957947188, -5148612192, 0, 2388728160, -1555741344, 0, 1206709143, -1559315550, 0, -3092439704, -7584834060, 0, -6850358640, -4304576640, 0, -838598436, 555306924, 0, -4950420998, 7946234400, 0, -18631268224, -4114569180, 0, -5292399284, 12448452744, 0, -11627553600, 29662172496, 0, 27942010420, 51849784740, 0, 78748026544, -17706327360, 0, -3720542360, 41126295360, 0, 140218018200, 8768454036, 0, 16562980980, -74719880664, 0, -98905401504, 50945538348, 0, -42540201280, 61800684960, 0, 121347824832, 104776239480, 0, 39092494846, 188246626308, 0, -161369168200, 9310781526, 0, -48575052512, 118812207696, 0, 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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], [78, -78], [0, 0], [0, -4036], [0, -5370], [0, 0], [27760, -27760], [-155064, 0], [0, 0], [-418860, 0], [637836, -637836], [0, 0], [0, -766214], [0, -2165280], [0, 0], [-3829264, 3829264], [-3084354, 0], [0, 0], [-19511404, 0], [-21673320, 21673320], [0, 0], [0, -49751208], [0, 15312360], [0, 0], [19991225, -19991225], [-59764692, 0], [0, 0], [-112039360, 0], [10751262, -10751262], [0, 0], [0, 50937400], [0, -18888480], [0, 0], [-240579612, 240579612], [-149071200, 0], [0, 0], [664740830, 0], [-1521889512, 1521889512], [0, 0], [0, 832693680], [0, 898833450], [0, 0], [957947188, -957947188], [-2574306096, 0], [0, 0], [1194364080, 0], [-1555741344, 1555741344], [0, 0], [0, 1206709143], [0, -1559315550], [0, 0], [-3092439704, 3092439704], [-3792417030, 0], [0, 0], [-3425179320, 0], [-4304576640, 4304576640], [0, 0], [0, -838598436], [0, 555306924], [0, 0], [-4950420998, 4950420998], [3973117200, 0], [0, 0], [-9315634112, 0], [-4114569180, 4114569180], [0, 0], [0, -5292399284], [0, 12448452744], [0, 0], [-11627553600, 11627553600], [14831086248, 0], [0, 0], [13971005210, 0], [51849784740, -51849784740], [0, 0], [0, 78748026544], [0, -17706327360], [0, 0], [-3720542360, 3720542360], [20563147680, 0], [0, 0], [70109009100, 0], [8768454036, -8768454036], [0, 0], [0, 16562980980], [0, -74719880664], [0, 0], [-98905401504, 98905401504], [25472769174, 0], [0, 0], [-21270100640, 0], [61800684960, -61800684960], [0, 0], [0, 121347824832], [0, 104776239480], [0, 0], [39092494846, -39092494846], [94123313154, 0], [0, 0], [-80684584100, 0]], 'ap': [[78, -78], [0, 0], [0, -5370], [27760, -27760], [637836, -637836], [0, -766214], [-3084354, 0], [-19511404, 0], [0, 15312360], [10751262, -10751262], [0, 50937400], [664740830, 0], [0, 898833450], [957947188, -957947188], [-1555741344, 1555741344], [-3792417030, 0], [0, 555306924], [-4950420998, 4950420998], [0, -5292399284], [14831086248, 0], [13971005210, 0], [-3720542360, 3720542360], [8768454036, -8768454036], [25472769174, 0], [39092494846, -39092494846], [9310781526, -9310781526], [0, -48575052512], [-225595713276, 0], [-69451179514, 0], [0, -359664575694], [250273055864, 0], [0, -97891780812], [-155014706262, 155014706262], [0, 1126265370436], [0, -1384580812362], [698601450208, -698601450208], [0, -2131269853958], [-163564486972, 0], [0, -8809425240], [-730851575394, 730851575394], [-3923714421540, 0], [2279308973150, 0], [3387088726656, -3387088726656], [0, 4929207776254], [-6357850272342, 0], [-3785535410272, 0], [0, -179493837380], [-2225684379704, 2225684379704], [-415847834940, 415847834940], [0, -18124772488334], [18764059878, 0], [0, -17625242631984], [890116982734, -890116982734], [24228041356548, 0], [0, 7804917351426], [16595574775368, -16595574775368], [-28523590257006, 0], [23379994087976, 0], [30364120269058, -30364120269058], [15974859435594, -15974859435594], [0, -28704507156044], [0, 48175396168278], [25735029040676, 0], [0, 34604265524376], [-12606588910058, 12606588910058], [-81824296913634, 81824296913634], [34011469184548, -34011469184548], [0, 59943948292558], [0, 97868505351324], [142789606547098, -142789606547098], [144245920772994, -144245920772994], [124349284943496, 0], [160109534089768, -160109534089768], [0, 34725822875218], [-146500203674500, 0], [0, 64341851639808], [-39890033609466, 39890033609466], [106551979242806, 0], [0, 34144491481698], [0, -53334901088234], [0, -101287654153404], [157928472303826, -157928472303826], [-513171359936640, 0], [-74924767954222, 0], [368335241090320, -368335241090320], [-111247830230916, 111247830230916], [88331413841262, 0], [9420937722310, -9420937722310], [-697133548616898, 697133548616898], [0, 187941271733848], [-320006635626996, 0], [-150382370364240, 150382370364240], [176546273555504, 0], [0, -860958181676292], [0, -601209457412516], [-1092030351829704, 0], [0, 876371101334814], [371989239852150, 0], [-973507481712628, 0], [1746062781765590, 0], [-174624425985380, 174624425985380], [-1583649005842494, 0], [0, -975797917848204], [1924274391870426, -1924274391870426], [0, -1611320399461196], [-2532503285394046, 0], [-3115075841122404, 3115075841122404], [2207230435400238, 0], [0, 3411585709398408], [1575452477398774, -1575452477398774], [0, 505592119502056], [-1983747166907074, 0], [0, -1930986428345862], [-947688701475164, 947688701475164], [1005926522765312, 0], [1131443807632530, -1131443807632530], [0, 868305558659068], [1376364875369256, 0], [0, 2552758540391838], [926792107209060, -926792107209060], [0, 1903318977724498], [-4929900506581730, 4929900506581730], [430293314013702, -430293314013702], [3812440532297652, 0], [-4037287750902356, 4037287750902356], [4712672943685602, 0], [-866706096098606, 866706096098606], [-26266614058368, 0], [5680181884175392, -5680181884175392], [0, 1623115878038218], [3647940323190644, 0], [0, 6760448268703752], [0, -26483336560376], [7373643624794558, 0], [0, 6209832596186874], [0, 8861954082034942], [2950474409673642, 0], [0, -13554522166415156], [0, -15992249482082994], [-9458590804847370, 0], [-10799627434960948, 0], [-11041089876780186, 11041089876780186], [0, -12610352980858976], [786172343593716, 0], [-5925892982962570, 0], [21020885793462840, -21020885793462840], [19837829468018002, -19837829468018002], [7966388437568826, -7966388437568826], [0, 15974892909578980], [4029257485765728, 0], [0, -9769575093688790], [-16258292298256914, 0], [16606117429647572, 0], [0, -19131414356441544], [10725166653853684, -10725166653853684], [-28224866626031568, 28224866626031568], [18355082826013760, 0], [-11012509124864814, 11012509124864814], [8363567050915322, 0], [0, 22294170304617630], [-37803832630940892, 37803832630940892], [-4795681030490394, 0], [0, -33741958118885504], [-35858687142537900, 0], [0, -12002334917621406], [-4426868496055080, 4426868496055080], [-37916708594080408, 0], [-57600280458878, 57600280458878]], 'char_orbit_index': 3, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 18014536149762129, 'hecke_ring_character_values': [[2, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '81.12.c.e', 'level': 81, 'maxp': 997, 'weight': 12}
• 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

  
  {'Nk2': 11664, 'analytic_conductor': 62.2357976253267, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'conrey_index': 28, 'cusp_dim': 186, 'dim': 86, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137640280145, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 4, 4, 8, 8, 8, 12, 12, 20], 'label': '81.12.c', 'level': 81, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 210, 'mf_new_dim': 90, 'num_forms': 13, 'prim_orbit_index': 3, 'relative_dim': 43, 'sturm_bound': 108, 'trace_bound': 4, 'trace_display': [0, 0, 0, -42563], 'traces': [86, 0, 0, -43006, 0, 0, -42563, 0, 0, -8196, 0, 0, -1398533, 0, 0, -41938942, 0, 0, 2766034, 0, 0, -4536894, 0, 0, -407474467, 0, 0, 331907068, 0, 0, -457963484, 0, 0, 968921424, 0, 0, -695873258, 0, 0, -696169794, 0, 0, 3562550404, 0, 0, -13985602800, 0, 0, -3634106298, 0, 0, -10676771540, 0, 0, -11479283736, 0, 0, -9177890016, 0, 0, -11652058847, 0, 0, 130018833140, 0, 0, 7368231955, 0, 0, 25863737514, 0, 0, 20478722050, 0, 0, -131117293412, 0, 0, 83284141435, 0, 0, 164833562784, 0, 0, 34802091486, 0, 0, 267323030886, 0, 0, -58183188058, 0, 0, -290129757276, 0, 0, -247964543939, 0, 0, 1797923674016, 0, 0, -78212094539, 0, 0, -494211271806, 0, 0, -900275824376, 0, 0, 47459784766, 0, 0, 563776261404, 0, 0, -1571972822160, 0, 0, -1968028419487, 0, 0, -69630029162, 0, 0, 431844461200, 0, 0, 3190014175416, 0, 0, -98681448181, 0, 0, -2329705626624, 0, 0, -1712672519459, 0, 0, 3103561713204, 0, 0, -4942280300676, 0, 0, -1651168622276, 0, 0, -3348062295221, 0, 0, 9223629794364, 0, 0, 7840108559956, 0, 0, -7538996633238, 0, 0, 10730986621462, 0, 0, 10140769499190, 0, 0, 5674012000050, 0, 0, -32749595930096, 0, 0, -11951102068301, 0, 0, -7896280643568, 0, 0, 32041126234774, 0, 0, 15563080738680, 0, 0, 1842408510660, 0, 0, -48183648983328, 0, 0, 8218669905841, 0, 0, 43747538690388, 0, 0, -61733153009978, 0, 0, -29621263362798, 0, 0, -20732427319296, 0, 0, 122047079319736, 0, 0, 5847175076125, 0, 0, -47392056604818, 0, 0, -19588733068024, 0, 0, -16427907185946, 0, 0, 49311764512432, 0, 0, 33462333092712, 0, 0, -54019611467348, 0, 0, -67858569975984, 0, 0, 11131592958192, 0, 0, 66704994732780, 0, 0, -68958073484417, 0, 0, 14185739129248, 0, 0, -38886537290905, 0, 0, 157388534516058, 0, 0, -163475966765904, 0, 0, -99012789180166, 0, 0, 61648136320811, 0, 0, 302819981078604, 0, 0, 34043032127088, 0, 0, 96404886733132, 0, 0, 47429627740786, 0, 0, 129012651927456, 0, 0, -51177152122454, 0, 0, 80397117708132, 0, 0, 43176079832152, 0, 0, 78934961200116, 0, 0, 5000364693086, 0, 0, -195324257412458, 0, 0, -113953420623216, 0, 0, -307385925478044, 0, 0, -79030436965360, 0, 0, -412709546585960, 0, 0, 234010322257600, 0, 0, 418796044745874, 0, 0, -228104116579019, 0, 0, -889235619470576, 0, 0, -228451330520148, 0, 0, 129747843854412, 0, 0, 195546300158890, 0, 0, 46000942132344, 0, 0, -74195988945887, 0, 0, 118859481080688, 0, 0, 559995123356221, 0, 0, 833107170643740, 0, 0, -515505686238406, 0, 0, -298216683461154, 0, 0, 16386499150783, 0, 0, -1346583327103548, 0, 0, -183554902908036, 0, 0, 312535518720282, 0, 0, 1532105997784476, 0, 0, 570579059728520, 0, 0, -171595820187155, 0, 0, -438660718169232, 0, 0, -415766775154793, 0, 0, -819792772795860, 0, 0, -640597132912958, 0, 0, 774801176649180, 0, 0, -732761285802240, 0, 0, 3753911776942180, 0, 0, 621261209758428, 0, 0, 491485451690538, 0, 0, -856978684848152, 0, 0, -2867226558099556, 0, 0, -639121153904092, 0, 0, 192294659100864, 0, 0, -692660130994913, 0, 0, 262470128761468, 0, 0, 245434406114352, 0, 0, 3396842453857332, 0, 0, 1126056225920299, 0, 0, 2941789762151892, 0, 0, -2349671191220617, 0, 0, 930506632183536, 0, 0, -4299057955627352, 0, 0, -1631238273090332, 0, 0, 1933170590035780, 0, 0, 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-14071612114877178, 0, 0, -46231997256109080, 0, 0, 2446003267132459, 0, 0, 19278929650365348, 0, 0, 3722194288723222, 0, 0, 20224349912486748, 0, 0, -819288082523880, 0, 0, 42137811508772568, 0, 0, -13316118459054724, 0, 0, -31429178916836156, 0, 0, -46153583670333384, 0, 0, 5262873935203284, 0, 0, 10771088587685548, 0, 0, 32089119409879804, 0, 0, 9219318162217789, 0, 0, 5771766633295236, 0, 0, 24529479780961306, 0, 0, -41821856915186658, 0, 0, -13278147273554861, 0, 0, -57286408145063208, 0, 0, 7032209720250941, 0, 0, 33749093460924604, 0, 0, 22417672286954170, 0, 0, 20483362189739670, 0, 0, 18104935539810156, 0, 0, 36406762867401636, 0, 0, -20629633247445272, 0, 0, -45505040402079108, 0, 0, -46950700567341120, 0, 0, -2150604201477212, 0, 0, 23175380843656980, 0, 0, 73580701601998056, 0, 0, 26070178084289401, 0, 0, 15975101421489810, 0, 0, 7787911783082808, 0, 0, -72876700242216768, 0, 0, -25277612180077883, 0, 0, -117213090216016596, 0, 0, 7347095636463821, 0, 0, 35958279236763342, 0, 0, 61553444161783548, 0, 0, 93359076097559728, 0, 0, 4037494347269044, 0, 0, 63040426060342260, 0, 0, -37926054182981376, 0, 0, -83528086855708220, 0, 0, -71045776479830434, 0, 0, -22590733398791664, 0, 0, 16147842948852883, 0, 0, 134686146063947040, 0, 0, 70795307926363020, 0, 0, 36198161399063664, 0, 0, 38795024458185974, 0, 0, -102159817772661764, 0, 0, -41945913164630648, 0, 0, -224061449834131788, 0, 0, 19030602489625570, 0, 0, 61463815673042016, 0, 0, 91494100283458960, 0, 0, 87751355096531178, 0, 0, 25878242776800210, 0, 0, 14779842156305352, 0, 0, -91660462356231293, 0, 0, -97139686597165716, 0, 0, -158375111405841746, 0, 0, 71971807717284960, 0, 0, 50485726187468366, 0, 0, 83960890170894120, 0, 0, 103036991799198505, 0, 0, 18947541378191986, 0, 0, 130895726500688824, 0, 0, -171637151670338466, 0, 0, -68588051686534728, 0, 0, -445930533358899648, 0, 0, -11383866827952449, 0, 0, 76323182633677140, 0, 0, 90433942942394942, 0, 0, 157096263066022594, 0, 0, 43980475990702392, 0, 0, 160504848391419624, 0, 0, -126825584033632344, 0, 0, -190187312945746362, 0, 0, -181681181121958064, 0, 0, 56944577235165312, 0, 0, 94861863155045552, 0, 0, 307387982572263168, 0, 0, 74188506332404723, 0, 0, 31056705831580152, 0, 0, 5468628772251622, 0, 0, -201677619743730752, 0, 0, -191400061016149212, 0, 0, -220866029429024544, 0, 0, 41502389252543789, 0, 0, 166030460564566564, 0, 0, 182430683448317182, 0, 0, 233326260146447820, 0, 0, -2740128848329961, 0, 0, 304988935514899788, 0, 0, -123396510631180199, 0, 0, -160492138504020684, 0, 0, -466820196864701028, 0, 0, -11384208606920734, 0, 0, 157453567781631731, 0, 0, 205038160002263904, 0, 0, 64731223491156373, 0, 0, 112504619406408438, 0, 0, 267690777806657926, 0, 0, -117608156160294936, 0, 0, -149465139846131812, 0, 0, -527086020696662024, 0, 0, -68518208302190784, 0, 0, 322277188652532504, 0, 0, 101833791251411664, 0, 0, 41861795716543812, 0, 0, -9716539166663897, 0, 0, 347237641463349288, 0, 0, -195195479284052904, 0, 0, -326764201634916884, 0, 0, -373672230880342976, 0, 0, 130230096620358606, 0, 0, 177543552566797933, 0, 0, 239266598181256440, 0, 0, 178094297935295898, 0, 0, 26097694897750758, 0, 0, 495988153206582646, 0, 0, -214307550814710948, 0, 0, -214565961055931760, 0, 0, -522665355805988856, 0, 0, 62395221088585655, 0, 0, 297014475584949588, 0, 0, -245883216594211512, 0, 0, -34093533585883512, 0, 0, -12369032824958835, 0, 0, 967914449413074280, 0, 0, -143221939370145293, 0, 0, -420040130579071482, 0, 0, -379953477341937802, 0, 0, 4831043633825080, 0, 0, 178417241062391772, 0, 0, -132847280857376412, 0, 0, -4839038738304894, 0, 0, -234887774972283880, 0, 0, 83174790299632750, 0, 0, -61782628866729624, 0, 0, -148702405816315604, 0, 0, -892458378297072060], 'weight': 12, '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: 72886
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.12.a.a', 'target_level': 3, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 72887
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.12.a.a', 'target_level': 9, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 72888
    {'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '48.12.a.f', 'target_level': 48, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 72889
    {'conductor': 45, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.12.a.a', 'target_level': 75, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 72890
    {'conductor': 45, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.12.b.a', 'target_level': 75, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '45.l', 'twisting_char_orbit': 12, 'weight': 12}
  • id: 72891
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.12.c.a', 'target_level': 81, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 72892
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.12.c.a', 'target_level': 81, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 72893
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '81.12.c.e', 'target_level': 81, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 72894
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '81.12.c.e', 'target_level': 81, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 72895
    {'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '144.12.a.l', 'target_level': 144, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 12}
  • id: 72896
    {'conductor': 63, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '147.12.a.c', 'target_level': 147, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '63.o', 'twisting_char_orbit': 15, 'weight': 12}
  • id: 72897
    {'conductor': 72, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '192.12.a.g', 'target_level': 192, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '72.l', 'twisting_char_orbit': 12, 'weight': 12}
  • id: 72898
    {'conductor': 72, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '192.12.a.q', 'target_level': 192, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '72.j', 'twisting_char_orbit': 10, 'weight': 12}
  • id: 72899
    {'conductor': 45, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '225.12.a.f', 'target_level': 225, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 12}
  • id: 72900
    {'conductor': 45, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '81.12.c.e', 'source_level': 81, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '225.12.b.a', 'target_level': 225, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '45.k', 'twisting_char_orbit': 11, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 255750
    {'charpoly_factorization': [[[6084, -78, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 2}
  • id: 255751
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014536149762129, 'p': 3}
  • id: 255752
    {'charpoly_factorization': [[[28836900, 5370, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 5}
  • id: 255753
    {'charpoly_factorization': [[[770617600, -27760, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 7}
  • id: 255754
    {'charpoly_factorization': [[[406834762896, -637836, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 11}
  • id: 255755
    {'charpoly_factorization': [[[587083893796, 766214, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 13}
  • id: 255756
    {'charpoly_factorization': [[[3084354, 1], 2]], 'hecke_orbit_code': 18014536149762129, 'p': 17}
  • id: 255757
    {'charpoly_factorization': [[[19511404, 1], 2]], 'hecke_orbit_code': 18014536149762129, 'p': 19}
  • id: 255758
    {'charpoly_factorization': [[[234468368769600, -15312360, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 23}
  • id: 255759
    {'charpoly_factorization': [[[115589634592644, -10751262, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 29}
  • id: 255760
    {'charpoly_factorization': [[[2594618718760000, -50937400, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 31}
  • id: 255761
    {'charpoly_factorization': [[[-664740830, 1], 2]], 'hecke_orbit_code': 18014536149762129, 'p': 37}
  • id: 255762
    {'charpoly_factorization': [[[807901570838902500, -898833450, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 41}
  • id: 255763
    {'charpoly_factorization': [[[917662814997107344, -957947188, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 43}
  • id: 255764
    {'charpoly_factorization': [[[2420331129430926336, 1555741344, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 47}
  • id: 255765
    {'charpoly_factorization': [[[3792417030, 1], 2]], 'hecke_orbit_code': 18014536149762129, 'p': 53}
  • id: 255766
    {'charpoly_factorization': [[[308365779842341776, -555306924, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 59}
  • id: 255767
    {'charpoly_factorization': [[[24506668057439316004, 4950420998, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 61}
  • id: 255768
    {'charpoly_factorization': [[[28009490181283712656, 5292399284, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 67}
  • id: 255769
    {'charpoly_factorization': [[[-14831086248, 1], 2]], 'hecke_orbit_code': 18014536149762129, 'p': 71}
  • id: 255770
    {'charpoly_factorization': [[[-13971005210, 1], 2]], 'hecke_orbit_code': 18014536149762129, 'p': 73}
  • id: 255771
    {'charpoly_factorization': [[[13842435452554369600, 3720542360, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 79}
  • id: 255772
    {'charpoly_factorization': [[[76885786181444689296, -8768454036, 1], 1]], 'hecke_orbit_code': 18014536149762129, 'p': 83}
  • id: 255773
    {'charpoly_factorization': [[[-25472769174, 1], 2]], 'hecke_orbit_code': 18014536149762129, 'p': 89}
  • id: 255774
    {'charpoly_factorization': [[[1528223153284536563716, -39092494846, 1], 1]], 'hecke_orbit_code': 18014536149762129, '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': 3, 'hecke_orbit': 5, 'label': '81.12.c.e', 'level': 81, 'portrait': 'data:image/png;base64,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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 157636000
    {'hecke_orbit_code': 18014536149762129, 'n': 1, 'trace_an': 2}
  • id: 157636001
    {'hecke_orbit_code': 18014536149762129, 'n': 2, 'trace_an': 78}
  • id: 157636002
    {'hecke_orbit_code': 18014536149762129, 'n': 3, 'trace_an': 0}
  • id: 157636003
    {'hecke_orbit_code': 18014536149762129, 'n': 4, 'trace_an': -4036}
  • id: 157636004
    {'hecke_orbit_code': 18014536149762129, 'n': 5, 'trace_an': -5370}
  • id: 157636005
    {'hecke_orbit_code': 18014536149762129, 'n': 6, 'trace_an': 0}
  • id: 157636006
    {'hecke_orbit_code': 18014536149762129, 'n': 7, 'trace_an': 27760}
  • id: 157636007
    {'hecke_orbit_code': 18014536149762129, 'n': 8, 'trace_an': -310128}
  • id: 157636008
    {'hecke_orbit_code': 18014536149762129, 'n': 9, 'trace_an': 0}
  • id: 157636009
    {'hecke_orbit_code': 18014536149762129, 'n': 10, 'trace_an': -837720}
  • id: 157636010
    {'hecke_orbit_code': 18014536149762129, 'n': 11, 'trace_an': 637836}
  • id: 157636011
    {'hecke_orbit_code': 18014536149762129, 'n': 12, 'trace_an': 0}
  • id: 157636012
    {'hecke_orbit_code': 18014536149762129, 'n': 13, 'trace_an': -766214}
  • id: 157636013
    {'hecke_orbit_code': 18014536149762129, 'n': 14, 'trace_an': -2165280}
  • id: 157636014
    {'hecke_orbit_code': 18014536149762129, 'n': 15, 'trace_an': 0}
  • id: 157636015
    {'hecke_orbit_code': 18014536149762129, 'n': 16, 'trace_an': -3829264}
  • id: 157636016
    {'hecke_orbit_code': 18014536149762129, 'n': 17, 'trace_an': -6168708}
  • id: 157636017
    {'hecke_orbit_code': 18014536149762129, 'n': 18, 'trace_an': 0}
  • id: 157636018
    {'hecke_orbit_code': 18014536149762129, 'n': 19, 'trace_an': -39022808}
  • id: 157636019
    {'hecke_orbit_code': 18014536149762129, 'n': 20, 'trace_an': -21673320}
  • id: 157636020
    {'hecke_orbit_code': 18014536149762129, 'n': 21, 'trace_an': 0}
  • id: 157636021
    {'hecke_orbit_code': 18014536149762129, 'n': 22, 'trace_an': -49751208}
  • id: 157636022
    {'hecke_orbit_code': 18014536149762129, 'n': 23, 'trace_an': 15312360}
  • id: 157636023
    {'hecke_orbit_code': 18014536149762129, 'n': 24, 'trace_an': 0}
  • id: 157636024
    {'hecke_orbit_code': 18014536149762129, 'n': 25, 'trace_an': 19991225}
  • id: 157636025
    {'hecke_orbit_code': 18014536149762129, 'n': 26, 'trace_an': -119529384}
  • id: 157636026
    {'hecke_orbit_code': 18014536149762129, 'n': 27, 'trace_an': 0}
  • id: 157636027
    {'hecke_orbit_code': 18014536149762129, 'n': 28, 'trace_an': -224078720}
  • id: 157636028
    {'hecke_orbit_code': 18014536149762129, 'n': 29, 'trace_an': 10751262}
  • id: 157636029
    {'hecke_orbit_code': 18014536149762129, 'n': 30, 'trace_an': 0}
  • id: 157636030
    {'hecke_orbit_code': 18014536149762129, 'n': 31, 'trace_an': 50937400}
  • id: 157636031
    {'hecke_orbit_code': 18014536149762129, 'n': 32, 'trace_an': -18888480}
  • id: 157636032
    {'hecke_orbit_code': 18014536149762129, 'n': 33, 'trace_an': 0}
  • id: 157636033
    {'hecke_orbit_code': 18014536149762129, 'n': 34, 'trace_an': -240579612}
  • id: 157636034
    {'hecke_orbit_code': 18014536149762129, 'n': 35, 'trace_an': -298142400}
  • id: 157636035
    {'hecke_orbit_code': 18014536149762129, 'n': 36, 'trace_an': 0}
  • id: 157636036
    {'hecke_orbit_code': 18014536149762129, 'n': 37, 'trace_an': 1329481660}
  • id: 157636037
    {'hecke_orbit_code': 18014536149762129, 'n': 38, 'trace_an': -1521889512}
  • id: 157636038
    {'hecke_orbit_code': 18014536149762129, 'n': 39, 'trace_an': 0}
  • id: 157636039
    {'hecke_orbit_code': 18014536149762129, 'n': 40, 'trace_an': 832693680}
  • id: 157636040
    {'hecke_orbit_code': 18014536149762129, 'n': 41, 'trace_an': 898833450}
  • id: 157636041
    {'hecke_orbit_code': 18014536149762129, 'n': 42, 'trace_an': 0}
  • id: 157636042
    {'hecke_orbit_code': 18014536149762129, 'n': 43, 'trace_an': 957947188}
  • id: 157636043
    {'hecke_orbit_code': 18014536149762129, 'n': 44, 'trace_an': -5148612192}
  • id: 157636044
    {'hecke_orbit_code': 18014536149762129, 'n': 45, 'trace_an': 0}
  • id: 157636045
    {'hecke_orbit_code': 18014536149762129, 'n': 46, 'trace_an': 2388728160}
  • id: 157636046
    {'hecke_orbit_code': 18014536149762129, 'n': 47, 'trace_an': -1555741344}
  • id: 157636047
    {'hecke_orbit_code': 18014536149762129, 'n': 48, 'trace_an': 0}
  • id: 157636048
    {'hecke_orbit_code': 18014536149762129, 'n': 49, 'trace_an': 1206709143}
  • id: 157636049
    {'hecke_orbit_code': 18014536149762129, 'n': 50, 'trace_an': -1559315550}
  • id: 157636050
    {'hecke_orbit_code': 18014536149762129, 'n': 51, 'trace_an': 0}
  • id: 157636051
    {'hecke_orbit_code': 18014536149762129, 'n': 52, 'trace_an': -3092439704}
  • id: 157636052
    {'hecke_orbit_code': 18014536149762129, 'n': 53, 'trace_an': -7584834060}
  • id: 157636053
    {'hecke_orbit_code': 18014536149762129, 'n': 54, 'trace_an': 0}
  • id: 157636054
    {'hecke_orbit_code': 18014536149762129, 'n': 55, 'trace_an': -6850358640}
  • id: 157636055
    {'hecke_orbit_code': 18014536149762129, 'n': 56, 'trace_an': -4304576640}
  • id: 157636056
    {'hecke_orbit_code': 18014536149762129, 'n': 57, 'trace_an': 0}
  • id: 157636057
    {'hecke_orbit_code': 18014536149762129, 'n': 58, 'trace_an': -838598436}
  • id: 157636058
    {'hecke_orbit_code': 18014536149762129, 'n': 59, 'trace_an': 555306924}
  • id: 157636059
    {'hecke_orbit_code': 18014536149762129, 'n': 60, 'trace_an': 0}
  • id: 157636060
    {'hecke_orbit_code': 18014536149762129, 'n': 61, 'trace_an': -4950420998}
  • id: 157636061
    {'hecke_orbit_code': 18014536149762129, 'n': 62, 'trace_an': 7946234400}
  • id: 157636062
    {'hecke_orbit_code': 18014536149762129, 'n': 63, 'trace_an': 0}
  • id: 157636063
    {'hecke_orbit_code': 18014536149762129, 'n': 64, 'trace_an': -18631268224}
  • id: 157636064
    {'hecke_orbit_code': 18014536149762129, 'n': 65, 'trace_an': -4114569180}
  • id: 157636065
    {'hecke_orbit_code': 18014536149762129, 'n': 66, 'trace_an': 0}
  • id: 157636066
    {'hecke_orbit_code': 18014536149762129, 'n': 67, 'trace_an': -5292399284}
  • id: 157636067
    {'hecke_orbit_code': 18014536149762129, 'n': 68, 'trace_an': 12448452744}
  • id: 157636068
    {'hecke_orbit_code': 18014536149762129, 'n': 69, 'trace_an': 0}
  • id: 157636069
    {'hecke_orbit_code': 18014536149762129, 'n': 70, 'trace_an': -11627553600}
  • id: 157636070
    {'hecke_orbit_code': 18014536149762129, 'n': 71, 'trace_an': 29662172496}
  • id: 157636071
    {'hecke_orbit_code': 18014536149762129, 'n': 72, 'trace_an': 0}
  • id: 157636072
    {'hecke_orbit_code': 18014536149762129, 'n': 73, 'trace_an': 27942010420}
  • id: 157636073
    {'hecke_orbit_code': 18014536149762129, 'n': 74, 'trace_an': 51849784740}
  • id: 157636074
    {'hecke_orbit_code': 18014536149762129, 'n': 75, 'trace_an': 0}
  • id: 157636075
    {'hecke_orbit_code': 18014536149762129, 'n': 76, 'trace_an': 78748026544}
  • id: 157636076
    {'hecke_orbit_code': 18014536149762129, 'n': 77, 'trace_an': -17706327360}
  • id: 157636077
    {'hecke_orbit_code': 18014536149762129, 'n': 78, 'trace_an': 0}
  • id: 157636078
    {'hecke_orbit_code': 18014536149762129, 'n': 79, 'trace_an': -3720542360}
  • id: 157636079
    {'hecke_orbit_code': 18014536149762129, 'n': 80, 'trace_an': 41126295360}
  • id: 157636080
    {'hecke_orbit_code': 18014536149762129, 'n': 81, 'trace_an': 0}
  • id: 157636081
    {'hecke_orbit_code': 18014536149762129, 'n': 82, 'trace_an': 140218018200}
  • id: 157636082
    {'hecke_orbit_code': 18014536149762129, 'n': 83, 'trace_an': 8768454036}
  • id: 157636083
    {'hecke_orbit_code': 18014536149762129, 'n': 84, 'trace_an': 0}
  • id: 157636084
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    {'hecke_orbit_code': 18014536149762129, 'n': 982, 'trace_an': -134309476341501552}
  • id: 157636982
    {'hecke_orbit_code': 18014536149762129, 'n': 983, 'trace_an': -4426868496055080}
  • id: 157636983
    {'hecke_orbit_code': 18014536149762129, 'n': 984, 'trace_an': 0}
  • id: 157636984
    {'hecke_orbit_code': 18014536149762129, 'n': 985, 'trace_an': 34141655962476540}
  • id: 157636985
    {'hecke_orbit_code': 18014536149762129, 'n': 986, 'trace_an': 2586534440470344}
  • id: 157636986
    {'hecke_orbit_code': 18014536149762129, 'n': 987, 'trace_an': 0}
  • id: 157636987
    {'hecke_orbit_code': 18014536149762129, 'n': 988, 'trace_an': 60337840410384416}
  • id: 157636988
    {'hecke_orbit_code': 18014536149762129, 'n': 989, 'trace_an': 29336864407287360}
  • id: 157636989
    {'hecke_orbit_code': 18014536149762129, 'n': 990, 'trace_an': 0}
  • id: 157636990
    {'hecke_orbit_code': 18014536149762129, 'n': 991, 'trace_an': -75833417188160816}
  • id: 157636991
    {'hecke_orbit_code': 18014536149762129, 'n': 992, 'trace_an': 962130061152000}
  • id: 157636992
    {'hecke_orbit_code': 18014536149762129, 'n': 993, 'trace_an': 0}
  • id: 157636993
    {'hecke_orbit_code': 18014536149762129, 'n': 994, 'trace_an': -32113454431069440}
  • id: 157636994
    {'hecke_orbit_code': 18014536149762129, 'n': 995, 'trace_an': 20328325153160640}
  • id: 157636995
    {'hecke_orbit_code': 18014536149762129, 'n': 996, 'trace_an': 0}
  • id: 157636996
    {'hecke_orbit_code': 18014536149762129, 'n': 997, 'trace_an': -57600280458878}
  • id: 157636997
    {'hecke_orbit_code': 18014536149762129, 'n': 998, 'trace_an': -93788675356352496}
  • id: 157636998
    {'hecke_orbit_code': 18014536149762129, 'n': 999, 'trace_an': 0}
  • id: 157636999
    {'hecke_orbit_code': 18014536149762129, 'n': 1000, 'trace_an': 114610875613416000}