Embedded newform data - 81.10.c.j.28.4

Formats: - HTML - YAML - JSON - 2025-06-17T11:09:24.606052

• 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': 8100, 'analytic_conductor': 41.717902729273725, '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, 'dim': 8, 'field_disc': 3368997990127641600, 'field_disc_factorization': [[2, 10], [3, 4], [5, 2], [1129, 4]], 'field_poly': [2073600, 0, 119520, 0, 5449, 0, 83, 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, [104976000000, 0, 694008000, 0, 4264164, 0, 2142, 0, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532534253060177, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 2754990144, 'hecke_ring_index_factorization': [[2, 6], [3, 16]], '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': '81.10.c.j', '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': '27.10.a.d', 'prim_orbit_index': 3, 'qexp_display': 'q+\\beta _{2}q^{2}+(-559+559\\beta _{1}+\\beta _{5}+\\beta _{6}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.10.c', 'trace_display': [0, 0, 0, -11852], 'trace_hash': 613105568003284925, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.424', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.756', 'prec': 17}, {'__RealLiteral__': 0, 'data': '408.710', 'prec': 24}, {'__RealLiteral__': 0, 'data': '356.668', 'prec': 24}, {'__RealLiteral__': 0, 'data': '36785.507', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [8, 0, 0, -2236, 0, 0, -11852, 0, 0, -83520, 0, 0, -179684, 0, 0, -2348680, 0, 0, 2022856, 0, 0, -3473568, 0, 0, -2554060, 0, 0, 39587848, 0, 0, -889136, 0, 0, 43111008, 0, 0, -7610312, 0, 0, 133649280, 0, 0, -11585024, 0, 0, 26856000, 0, 0, 73622328, 0, 0, 44411860, 0, 0, 629444160, 0, 0, 407685888, 0, 0, -219882572, 0, 0, 3038570720, 0, 0, -390561236, 0, 0, 650481120, 0, 0, 2395899016, 0, 0, 2121017572, 0, 0, -49814324, 0, 0, -3534253056, 0, 0, -370444320, 0, 0, 653198976, 0, 0, -94034344, 0, 0, 4146926688, 0, 0, -1935734516, 0, 0, -7942858840, 0, 0, -3160745468, 0, 0, 4381553088, 0, 0, 3954242896, 0, 0, -14939344376, 0, 0, -3205533600, 0, 0, 3207060288, 0, 0, -5585032372, 0, 0, -12243468176, 0, 0, -18823681568, 0, 0, -3918307680, 0, 0, 7748762132, 0, 0, -69316293888, 0, 0, -5507288252, 0, 0, -23397062976, 0, 0, -18344885760, 0, 0, 12991223404, 0, 0, 26130788380, 0, 0, 14052710592, 0, 0, 6555381544, 0, 0, 35893843200, 0, 0, -32673124424, 0, 0, 6623193024, 0, 0, 27972783024, 0, 0, 231604421056, 0, 0, 14028916060, 0, 0, -103507264800, 0, 0, 67512013288, 0, 0, 22414032000, 0, 0, 36698330016, 0, 0, 193793849280, 0, 0, -41856098300, 0, 0, -36882574104, 0, 0, -107763488840, 0, 0, 172339289856, 0, 0, -5274385920, 0, 0, 35445586768, 0, 0, -19554981740, 0, 0, -6784236000, 0, 0, 99240549152, 0, 0, 164743488000, 0, 0, 177163478128, 0, 0, -112056919488, 0, 0, -211127470568, 0, 0, 200994038784, 0, 0, -110474112960, 0, 0, 258265634976, 0, 0, -53454987044, 0, 0, -293006350712, 0, 0, -163636213444, 0, 0, -270864072000, 0, 0, 255325464000, 0, 0, -619520353312, 0, 0, 54731242028, 0, 0, -859862907648, 0, 0, -578431782720, 0, 0, -643618645100, 0, 0, -62206481720, 0, 0, 581644010016, 0, 0, -108201703688, 0, 0, -1116481317120, 0, 0, -152247126176, 0, 0, -191960241696, 0, 0, -80530429384, 0, 0, -154574964188, 0, 0, 575005678560, 0, 0, 1052687032704, 0, 0, -471631154560, 0, 0, 1034081750584, 0, 0, -1212503184704, 0, 0, 479140225920, 0, 0, -113795080172, 0, 0, 225594413944, 0, 0, 790689643776, 0, 0, 52393428000, 0, 0, 704586967000, 0, 0, 1321540706304, 0, 0, 938759603428, 0, 0, 1978814405952, 0, 0, -841723764884, 0, 0, -1565688614400, 0, 0, -768528172408, 0, 0, -378430732800, 0, 0, -125695309436, 0, 0, 3758480110080, 0, 0, 1565930197440, 0, 0, -2434208082624, 0, 0, 2314206022128, 0, 0, -136060592020, 0, 0, 496735218820, 0, 0, 948582953280, 0, 0, -42242676092, 0, 0, 2425122797184, 0, 0, -2942550800984, 0, 0, -608288146272, 0, 0, 430170999840, 0, 0, 5670490210072, 0, 0, 151811604000, 0, 0, 673222232736, 0, 0, 1422031343920, 0, 0, 1772216859560, 0, 0, 476902532432, 0, 0, -3870608988672, 0, 0, 958954672252, 0, 0, 735517139788, 0, 0, -2351385578880, 0, 0, -1544544628128, 0, 0, -2540923394948, 0, 0, -17860545888768, 0, 0, 426158071580, 0, 0, 4493994935040, 0, 0, 3534857637712, 0, 0, -4066183191032, 0, 0, -1187383902416, 0, 0, -1001569378752, 0, 0, -1104972688800, 0, 0, -9156867766928, 0, 0, -3702252506112, 0, 0, -2861379761472, 0, 0, -2233419253496, 0, 0, -1719231206400, 0, 0, -536462053676, 0, 0, 4323070065024, 0, 0, 5716825197944, 0, 0, -6901391428992, 0, 0, -5051517500780, 0, 0, -6903634875264, 0, 0, -307090800124, 0, 0, 9742084565396, 0, 0, 1430949636376, 0, 0, 2352881113920, 0, 0, -4168381913856, 0, 0, 15280834646464, 0, 0, 2033673482944, 0, 0, 3805020745344, 0, 0, -38285176320, 0, 0, 3591617778640, 0, 0, -1489209149068, 0, 0, -8116300547712, 0, 0, 6710556521376, 0, 0, 4219043045760, 0, 0, 7916321530024, 0, 0, -9705289825728, 0, 0, 6044817689852, 0, 0, -17923183276216, 0, 0, 7814364516000, 0, 0, -187272832032, 0, 0, 8434995731656, 0, 0, 27343468650240, 0, 0, -4122614708252, 0, 0, 7113828427200, 0, 0, -487403841436, 0, 0, -15779084412068, 0, 0, -8579882299648, 0, 0, -9483529204224, 0, 0, 7590990687840, 0, 0, 64916786382336, 0, 0, 2973698685532, 0, 0, 10189938940416, 0, 0, -4414637790056, 0, 0, -16225843507200, 0, 0, -15197563237824, 0, 0, 25396107451200, 0, 0, 9360271718480, 0, 0, 8817943015720, 0, 0, 13064134956480, 0, 0, -1617185700000, 0, 0, 12599224609528, 0, 0, -12254283009128, 0, 0, -1632167738540, 0, 0, -8481127272480, 0, 0, -23186807061608, 0, 0, -9346633100928, 0, 0, -2591690778692, 0, 0, 26187430041792, 0, 0, 9761777584700, 0, 0, 476985098296, 0, 0, -4918061291384, 0, 0, -11159808873408, 0, 0, 6740836636152, 0, 0, -88071887784960, 0, 0, -13413620242304, 0, 0, -15726734377632, 0, 0, -36555864047424, 0, 0, 21713366869660, 0, 0, -6745138680960, 0, 0, -42416425495872, 0, 0, -1684389658508, 0, 0, -7001475303168, 0, 0, -11363916096000, 0, 0, 21089255870880, 0, 0, 28237206402964, 0, 0, -57301736052576, 0, 0, -12748259413276, 0, 0, 2140998816384, 0, 0, 36783814783680, 0, 0, -73054044901952, 0, 0, -17668805414336, 0, 0, -39021588862848, 0, 0, -17842811521536, 0, 0, 15431458060180, 0, 0, 15805957777016, 0, 0, 27679912200000, 0, 0, 6206995660348, 0, 0, 126536978476800, 0, 0, -29127248307360, 0, 0, -30963473580384, 0, 0, -1288413207832, 0, 0, 26910737629732, 0, 0, -18629717500592, 0, 0, 16193119135680, 0, 0, -17675864745128, 0, 0, -5395143456000, 0, 0, -4602928643264, 0, 0, 47879901596736, 0, 0, 40393604566080, 0, 0, -21109981916160, 0, 0, -28910381484788, 0, 0, 10313014484736, 0, 0, 67264278706888, 0, 0, 697636241280, 0, 0, -17702100056824, 0, 0, -7702869514752, 0, 0, 9326741562820, 0, 0, -43002764292068, 0, 0, -37392873632480, 0, 0, 59377092772896, 0, 0, 27854140362048, 0, 0, 8123751349152, 0, 0, 1222608410812, 0, 0, 3918101536800, 0, 0, 43463432946776, 0, 0, 122875285796524, 0, 0, -42209907951456, 0, 0, 15404865335424, 0, 0, 1108039485600, 0, 0, 123548184235008, 0, 0, -56322887270528, 0, 0, 610060011552, 0, 0, 86280810189824, 0, 0, 130575491481600, 0, 0, -5603522647652, 0, 0, -32055361865568, 0, 0, 85351407447400, 0, 0, -17040339958832, 0, 0, -26098316508960, 0, 0, 103275118688832, 0, 0, 1877837449460, 0, 0, -91206071240372, 0, 0, -69816039454280, 0, 0, -25989339218400, 0, 0, 43566864086116, 0, 0, 166029453216000, 0, 0, 24812334563860, 0, 0, -42111901806624, 0, 0, -13648302720000, 0, 0, -65469620151664, 0, 0, 1168574941388, 0, 0, 44400409128000, 0, 0, -90576981825308, 0, 0, 21652553502720, 0, 0, -176146130407880, 0, 0, -43504559726400, 0, 0, 21208879364528, 0, 0, -292511630298656, 0, 0, 13151339357760, 0, 0, -111256070283360, 0, 0, 82828211824512, 0, 0, -35681472782208, 0, 0, 22581743653324, 0, 0, -12005736742080, 0, 0, 48779165994048, 0, 0, -161462019278168, 0, 0, -121374532719776, 0, 0, -4134658293792, 0, 0, -15387542384660, 0, 0, -493325306081280, 0, 0, 82294484643192, 0, 0, 53803721205216, 0, 0, 137536244129752, 0, 0, -160783977254400, 0, 0, 9542690496000, 0, 0, -34105102004736, 0, 0, -76476557523364, 0, 0, 250755400695168, 0, 0, -280678285431360, 0, 0, 12211924408128, 0, 0, 63649545905724, 0, 0, -12762749261576, 0, 0, 103346156099404, 0, 0, 90335848770720, 0, 0, 134240272414952, 0, 0, 34158575259784, 0, 0, -157914413157600, 0, 0, 16938886841280, 0, 0, 41433015900960, 0, 0, 65831048056820, 0, 0, -150691254783752, 0, 0, -194760422523072, 0, 0, -102414263811704, 0, 0, 484428390336000], 'weight': 10, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.9828152502162976, 1.7022859478281465], [0.0, 0.0], [-1.431851632115447, 2.480039775724375], [-0.37588179300891544, 0.6510463631315295], [0.0, 0.0], [-0.5188443379181857, -0.8986647544937331], [-3.663351979928034, 0.0], [0.0, 0.0], [-1.4776894337912312, 0.0], [0.14895282503590526, 0.2579938608931054], [0.0, 0.0], [-0.02429395393318748, 0.042078362529018476], [1.0198562555887418, -1.7664428510966517], [0.0, 0.0], [-2.1685465606678926, -3.7560328216555345], [1.2907774422815546, 0.0], [0.0, 0.0], [-0.8580690192041232, 0.0], [-1.0764139176045924, -1.8644035952654132], [0.0, 0.0], [-0.2927862160161752, 0.5071206018958521], [-0.025074885304158596, 0.043430975340764864], [0.0, 0.0], [0.21742575536880573, 0.3765924551728131], [-0.09550587365435544, 0.0], [0.0, 0.0], [2.971632448248051, 0.0], [-0.4487124340837905, -0.777192733821026], [0.0, 0.0], [-0.3363736277686148, 0.5826162136215022], [2.4308852712929956, -4.210416797250322], [0.0, 0.0], [1.2685957549094986, 2.1972723017694467], [0.780096560116845, 0.0], [0.0, 0.0], [-0.34605926567168077, 0.0], [-0.8433233178119534, -1.4606788336578589], [0.0, 0.0], [1.3769873106381096, -2.3850119834028343], [-0.4865257728065087, 0.8426873576925855], [0.0, 0.0], [-0.7365116601548162, -1.2756756157550437], [-0.8531133825434704, 0.0], [0.0, 0.0], [-0.09857591869740637, 0.0], [-0.5549081384253178, -0.9611290892861141], [0.0, 0.0], [-0.038398893979520954, 0.06650883532698097], [-0.4273786963325206, 0.7402416161204762], [0.0, 0.0], [-0.06957067517954396, -0.12049994412784117], [1.3697227602789983, 0.0], [0.0, 0.0], [-0.22395461979295733, 0.0], [1.9007094325870355, 3.2921253076661574], [0.0, 0.0], [0.882002846358449, -1.5276737423132], [0.2756127380907644, -0.47737526558637794], [0.0, 0.0], [0.08910849334705083, 0.1543404378630053], [-1.3223725245662996, 0.0], [0.0, 0.0], [5.219351343275966, 0.0], [-0.018263309927365006, -0.031632980708573254], [0.0, 0.0], [-0.6512454696570368, 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-0.45156915494584443, -0.48971003383868267, -0.1299313709494946, -0.3722262981345872, -0.0691324404110682, 0.19620991915481237, -0.38759255135236914, -0.19737491327706339, -0.09158067299600274, -0.08184620738036989, -0.39682395484039223, -0.4897770424103997, -0.43438345576944787, -0.4236781586301785, -0.28253456565899104, -0.17668582926664994, -0.42022707986841973, -0.30231715451093294, 0.20356188232385983, -0.42811410511935066, 0.17678732745262776, -0.30702085637901194, -0.030079362402382875, -0.4087140593014223, -0.318796721954978, -0.35102860821220383, -0.055339896472024384, -0.42681306755687287, -0.27309863183566335, -0.018174926023956834, -0.48417675038011293, -0.23486013726863403, -0.4219502655937986, -0.4943691544485623, 0.058007018385220065, -0.011262807498618205, 0.22521204036374998, -0.13593321167713845, -0.4823626830244813, -0.08845643923405835, -0.1891387185034377, -0.43662539114031285, 0.028963253908498503, -0.2702966604403546, -0.20275235896296892, -0.0765279288844776, -0.01947914735885573, -0.37094519893509936, -0.2960238603712062, -0.35410274933582714, -0.34281168066930334, -0.08550906116769809, -0.0017456292296013105, 0.04218881751806819, 0.19855505192558112, -0.44064880075460744, -0.1639045601675207, -0.46573025684706965, -0.31466962073127164, -0.005831966997050855, -0.3378710966948641, -0.33699841871732605, -0.41825352751628186, -0.1658911894361579, -0.0708378361712919, -0.4132590330413037, -0.4863264510775595, -0.30151959526682515, -0.10891038048236194, -0.28885363686476223, -0.2508064547203556, -0.47756994445179546, -0.054858833972076186, -0.3486201594344864, -0.10765286134346427, -0.08338632980831721, -0.3773928464460372, -0.19386373156343467, -0.0822653922204744, -0.28656763918354894, -0.43977923662573865, -0.39606194514514165, -0.18854082617677326, -0.4536404108883877, -0.15091669812427763, -0.25280761840648164, -0.31507710822052765, -0.14051355085017098, -0.20620127236394303, -0.4058830346666714, -0.1324185761811861, -0.4356356021631872, -0.39276378244148874, -0.04711561688080326, -0.2682650776837143, -0.43391672488549304, 0.04926544978470616, -0.3322438408694954, -0.31505294491315256, -0.27104223457618554, -0.440870299017264, -0.26517104094320704, -0.14194557981603978, -0.4556876925117348, -0.22456075443150586, -0.41083724868906035, -0.16249753582917797, -0.3383997870346227, 0.11333003658231364, -0.43362933454158276, -0.4636472411729597, -0.0749252454955852, -0.20140498184265976, -0.007667074488405717, -0.1749338946643045, -0.10514355401047265, 0.1683973997674811, -0.29172459979380944, -0.36329029557765274, -0.48719142806238075, -0.23762203328536505, -0.4873511862214984, -0.35826038019341183, -0.3559285322934429, 0.17729240356451298, -0.436992340518577, -0.16393707077665173, -0.3398203980203337, 0.0066249785939002355, 0.20412768496575082, -0.3052774806451629, -0.16258937542137566, 0.06125353306358534, 0.09159882310485211, -0.14509626809870405, -0.3280670575824237, -0.09437674015231542, -0.4857700371401749, -0.14161168136995228, -0.3493168042673415, -0.3962060529465742, -0.13617498051562235, -0.49946104272007114, -0.291948643429619, 0.008734718653111104, -0.1783670650382269, 0.1862515095718723, -0.48834248365275407, -0.3448603407575332, -0.21876587095464153, -0.13147969764108808, 0.18010806287368683, 0.12277280666738725, -0.30610958361934054, -0.4413133144623796], 'char_orbit_index': 3, 'conrey_index': 28, 'dual_conrey_index': 55, 'dual_embedding_index': 4, 'dual_embedding_m': 8, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': -6.6125050633106195, 'embedding_root_real': -3.8177315783201498, 'hecke_orbit': 10, 'hecke_orbit_code': 40532534253060177, 'label': '81.10.c.j.28.4', 'level': 81, 'weight': 10}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 8100, 'analytic_conductor': 41.717902729273725, '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': 150, 'dim': 70, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137606725713, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 4, 6, 6, 8, 8, 8, 20], 'label': '81.10.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, 'mf_dim': 174, 'mf_new_dim': 74, 'num_forms': 12, 'prim_orbit_index': 3, 'relative_dim': 35, 'sturm_bound': 90, 'trace_bound': 2, 'trace_display': [0, 0, 0, 1712], 'traces': [70, 0, 0, -8702, 0, 0, 1712, 0, 0, -2052, 0, 0, -162178, 0, 0, -2096126, 0, 0, -329044, 0, 0, -1055646, 0, 0, -10647917, 0, 0, -4552708, 0, 0, 16432778, 0, 0, -19250784, 0, 0, -52213756, 0, 0, 77162814, 0, 0, -78604252, 0, 0, 26624592, 0, 0, -207810519, 0, 0, -58523812, 0, 0, 130260204, 0, 0, 43645824, 0, 0, 36087050, 0, 0, 2527530388, 0, 0, -327047398, 0, 0, 580554810, 0, 0, -457726648, 0, 0, -146743396, 0, 0, -765317230, 0, 0, -485698464, 0, 0, -382001994, 0, 0, -3738784986, 0, 0, -3050515988, 0, 0, 5947108884, 0, 0, -1560307930, 0, 0, -10574664896, 0, 0, -4373822626, 0, 0, 8767709730, 0, 0, 8126137544, 0, 0, -1173849586, 0, 0, -11225120508, 0, 0, 23291138736, 0, 0, 5395541995, 0, 0, 22827165158, 0, 0, -45218764372, 0, 0, -14333138136, 0, 0, 16342023802, 0, 0, 20987203680, 0, 0, -11969157310, 0, 0, -20153753532, 0, 0, 24422112252, 0, 0, 34436747036, 0, 0, 28632250424, 0, 0, -72918900324, 0, 0, -28292349400, 0, 0, 15432298362, 0, 0, -10484479156, 0, 0, 23464538406, 0, 0, -58516944693, 0, 0, 141168239024, 0, 0, 53156672858, 0, 0, -59861820096, 0, 0, -101342583832, 0, 0, -36862238376, 0, 0, -35854000056, 0, 0, 34207504416, 0, 0, -40698890008, 0, 0, -129371565660, 0, 0, 6213285608, 0, 0, -31975663086, 0, 0, -11454767820, 0, 0, -11005841704, 0, 0, 41280224870, 0, 0, 176855040846, 0, 0, 487596621844, 0, 0, -5002791930, 0, 0, 187788240956, 0, 0, -556622014104, 0, 0, -175193258956, 0, 0, 129846270672, 0, 0, 416218351176, 0, 0, 453774594204, 0, 0, 135082603190, 0, 0, -198977392480, 0, 0, -53423166578, 0, 0, -97058435382, 0, 0, -21866858280, 0, 0, -758083426118, 0, 0, -307865705558, 0, 0, -575872445268, 0, 0, 440960817510, 0, 0, -86724340324, 0, 0, 891896754056, 0, 0, 148272864336, 0, 0, -48172809634, 0, 0, -2157081841404, 0, 0, -326233557844, 0, 0, -410215706748, 0, 0, 635924341222, 0, 0, 1175560752278, 0, 0, 459671632128, 0, 0, 607334621220, 0, 0, -299877036332, 0, 0, 382252875608, 0, 0, -1266977835616, 0, 0, -1118914704558, 0, 0, -360345904864, 0, 0, 963990891536, 0, 0, 1188679913244, 0, 0, 1730165191884, 0, 0, 1749241010408, 0, 0, 147745185624, 0, 0, -181665100690, 0, 0, -909840439728, 0, 0, -2222816328268, 0, 0, -1159369020180, 0, 0, -2568624001928, 0, 0, 1260751965102, 0, 0, 989849974304, 0, 0, 9187219685412, 0, 0, -143027211240, 0, 0, -3870019144854, 0, 0, -1268431651734, 0, 0, -1444702892936, 0, 0, 181305508340, 0, 0, -4719636009360, 0, 0, 1716857491484, 0, 0, 3659792814108, 0, 0, 3404718770324, 0, 0, -2662478893044, 0, 0, -4968748036566, 0, 0, -2189274910780, 0, 0, -905198247000, 0, 0, 1184630817258, 0, 0, -9046678029664, 0, 0, 9098214457564, 0, 0, 4813206232360, 0, 0, 14930122443840, 0, 0, 573820882976, 0, 0, -8954319103684, 0, 0, -5789901756708, 0, 0, -4854800461068, 0, 0, -480185063530, 0, 0, -16454769969708, 0, 0, 1496726648878, 0, 0, 13407878496096, 0, 0, 14791662394196, 0, 0, -2115796473628, 0, 0, -6600648866974, 0, 0, -10615499928432, 0, 0, -4183395485850, 0, 0, -1380780300850, 0, 0, -9216664042824, 0, 0, 4571279218980, 0, 0, 10902652353794, 0, 0, 35547895413648, 0, 0, -2162487623200, 0, 0, -8642142828864, 0, 0, -3487951950164, 0, 0, -9246237506136, 0, 0, -1069776280294, 0, 0, -22165096158072, 0, 0, 12267972571468, 0, 0, 20233298564200, 0, 0, 18411812059460, 0, 0, -5084024999292, 0, 0, -10774774989126, 0, 0, -11792298900316, 0, 0, -9244685439988, 0, 0, 68711492916, 0, 0, -9410298295068, 0, 0, 26331984981146, 0, 0, 9922758404764, 0, 0, 36613916552232, 0, 0, -2659325417892, 0, 0, -25577944497792, 0, 0, -17820147008380, 0, 0, -29956130438580, 0, 0, -854568009683, 0, 0, -36447399226448, 0, 0, 25789970399490, 0, 0, 14528552464764, 0, 0, 46215039957476, 0, 0, 1543585207500, 0, 0, -11866491648646, 0, 0, -50411018262528, 0, 0, -18411284238026, 0, 0, -32145529766596, 0, 0, -18086479038368, 0, 0, 29860587909720, 0, 0, 23281374518154, 0, 0, 90417150404424, 0, 0, 1823440049534, 0, 0, -24692897892924, 0, 0, -47218936123588, 0, 0, -37708135259940, 0, 0, -9870197137002, 0, 0, 20238996338136, 0, 0, 36178448321308, 0, 0, 52347354048452, 0, 0, 68719516209648, 0, 0, -25239780521676, 0, 0, -5112834134902, 0, 0, -72559824754756, 0, 0, -48623372751706, 0, 0, 5596817658084, 0, 0, -34717695291904, 0, 0, 69572580230574, 0, 0, 29885653029710, 0, 0, 115813046987928, 0, 0, -3787868624399, 0, 0, -29108747304772, 0, 0, -23720046233944, 0, 0, -56152328948730, 0, 0, -14825268881760, 0, 0, -47067141592476, 0, 0, 38043648247304, 0, 0, 52785612382140, 0, 0, 23370727525488, 0, 0, 3327293390996, 0, 0, -31705851248622, 0, 0, -95320690644600, 0, 0, -1185783909298, 0, 0, 2771198791938, 0, 0, -23049593286912, 0, 0, 62825694292368, 0, 0, 33372819005024, 0, 0, 83389025211852, 0, 0, -37201323605648, 0, 0, -36262339350930, 0, 0, -51242770259676, 0, 0, -72102294712672, 0, 0, -27677410946224, 0, 0, -113057673204492, 0, 0, 8819367588864, 0, 0, 47149554567908, 0, 0, 135736086040444, 0, 0, 44780700535344, 0, 0, -15102595840570, 0, 0, 24437016178560, 0, 0, -5394594043152, 0, 0, -20679544783296, 0, 0, -98397436539572, 0, 0, 69236429984156, 0, 0, 31181903333966, 0, 0, 70064884187604, 0, 0, 1497646933418, 0, 0, -101127022259328, 0, 0, -7820561663536, 0, 0, -14370267260358, 0, 0, 29184676535736, 0, 0, 8839836076968, 0, 0, -16874621623960, 0, 0, 72330526419948, 0, 0, 93803915874992, 0, 0, -54440432467200, 0, 0, -48926367125024, 0, 0, -52640034300216, 0, 0, -40058346083488, 0, 0, 47193006917090, 0, 0, -106515294023704, 0, 0, -27934255645218, 0, 0, -11695331935296, 0, 0, 140231574433344, 0, 0, -49670159797042, 0, 0, -51181333061292, 0, 0, 105426585775576, 0, 0, 94579637416418, 0, 0, -42361447292208, 0, 0, -177186024025560, 0, 0, 68150536766532, 0, 0, 151000996336326, 0, 0, 14845098275960, 0, 0, 54871936011072, 0, 0, -23913791249432, 0, 0, 77086708390656, 0, 0, 2271127823408, 0, 0, 12875387364792, 0, 0, 104910000967184, 0, 0, -94197629443408, 0, 0, -8467499521908, 0, 0, 61052997087072, 0, 0, 11374503620185, 0, 0, -72615400790812, 0, 0, -128380081384372, 0, 0, 11502162081324, 0, 0, 68285112486248, 0, 0, -41147239329972, 0, 0, -70411975896094, 0, 0, -159369932013660, 0, 0, 65772381471984, 0, 0, -82308467605406, 0, 0, 106202291077534, 0, 0, 152312373031968, 0, 0, 78438928919942, 0, 0, -116978843625786, 0, 0, -73415912336284, 0, 0, 76712134484808, 0, 0, 5610994288366, 0, 0, -660938184609736, 0, 0, 90806567626854, 0, 0, -40385116451304, 0, 0, 215285590188288, 0, 0, -14585673725244, 0, 0, 77321915200658, 0, 0, 345579723152712, 0, 0, -10552239308214, 0, 0, -203590977555364, 0, 0, -99831862444324, 0, 0, 8243514295614, 0, 0, 64387059956732, 0, 0, -390219717088584, 0, 0, 28902092789652, 0, 0, 138673161313686, 0, 0, 26612843322200, 0, 0, -311922986843124, 0, 0, -181362020603616, 0, 0, -190114869434904, 0, 0, -32430867884708, 0, 0, 649807742818980, 0, 0, 423977609761632, 0, 0, 203627026945656, 0, 0, -85843434735033, 0, 0, 353511040658792, 0, 0, 15025341318716, 0, 0, -20443724159706, 0, 0, -658186868882420, 0, 0, 303452197870808, 0, 0, 150310045591524, 0, 0, 335192164099236, 0, 0, 223137376687764, 0, 0, 40212376106584, 0, 0, 546163333041056, 0, 0, -468486162136584, 0, 0, -210859123105312, 0, 0, -553171526593884], 'weight': 10, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 46925108
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 40532534253060177, 'source_is_minimal': False, 'source_label': '81.10.c.j.28.4', 'source_level': 81, 'target_conrey_index': 28, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 40532534253060177, 'target_is_minimal': False, 'target_label': '81.10.c.j.28.4', 'target_level': 81, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 46925109
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 40532534253060177, 'source_is_minimal': False, 'source_label': '81.10.c.j.28.4', 'source_level': 81, 'target_conrey_index': 28, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532534253060177, 'target_is_minimal': False, 'target_label': '81.10.c.j.28.1', 'target_level': 81, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 46925110
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 40532534253060177, 'source_is_minimal': False, 'source_label': '81.10.c.j.28.4', 'source_level': 81, 'target_conrey_index': 55, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532534253060177, 'target_is_minimal': False, 'target_label': '81.10.c.j.55.1', 'target_level': 81, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 46925111
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 40532534253060177, 'source_is_minimal': False, 'source_label': '81.10.c.j.28.4', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799049883675, 'target_is_minimal': True, 'target_label': '27.10.a.d.1.1', 'target_level': 27, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 46925112
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 40532534253060177, 'source_is_minimal': False, 'source_label': '81.10.c.j.28.4', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510799049883675, 'target_is_minimal': True, 'target_label': '27.10.a.d.1.4', 'target_level': 27, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 46925113
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 40532534253060177, 'source_is_minimal': False, 'source_label': '81.10.c.j.28.4', 'source_level': 81, 'target_conrey_index': 55, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 40532534253060177, 'target_is_minimal': False, 'target_label': '81.10.c.j.55.4', 'target_level': 81, 'twist_class_label': '27.10.a.d.1.1', 'twist_class_level': 27, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 256025
    {'charpoly_factorization': [[[104976000000, 0, 694008000, 0, 4264164, 0, 2142, 0, 1], 1]], 'hecke_orbit_code': 40532534253060177, 'p': 2}
  • id: 256026
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 40532534253060177, 'p': 3}
  • id: 256027
    {'charpoly_factorization': [[[20276530027724537856000000, 0, 23340034172436480000, 0, 22363444742400, 0, 5183280, 0, 1], 1]], 'hecke_orbit_code': 40532534253060177, 'p': 5}
  • id: 256028
    {'charpoly_factorization': [[[19265840368369, -26010914762, 39506763, 5926, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 7}
  • id: 256029
    {'charpoly_factorization': [[[2333069875232947361004169199616000000, 0, 11468640599284397943472128000, 0, 54848805282164922624, 0, 7508411568, 0, 1], 1]], 'hecke_orbit_code': 40532534253060177, 'p': 11}
  • id: 256030
    {'charpoly_factorization': [[[180190796508988225, 38136928609330, 7647096099, 89842, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 13}
  • id: 256031
    {'charpoly_factorization': [[[3845524639616861184000, 0, -217043145648, 0, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 17}
  • id: 256032
    {'charpoly_factorization': [[[-484090125647, -505714, 1], 4]], 'hecke_orbit_code': 40532534253060177, 'p': 19}
  • id: 256033
    {'charpoly_factorization': [[[6793070416376029644960000000000000000000000, 0, 1511414308346839999200000000000000, 0, 333673573260404484000000, 0, 579896478000, 0, 1], 1]], 'hecke_orbit_code': 40532534253060177, 'p': 23}
  • id: 256034
    {'charpoly_factorization': [[[36678038039458223846934942192850227634662014976000000, 0, 5376858241788183411338797872115089408000, 0, 596711470057488512858456064, 0, 28075373227008, 0, 1], 1]], 'hecke_orbit_code': 40532534253060177, 'p': 29}
  • id: 256035
    {'charpoly_factorization': [[[108751846314334147753341184, -4636139746839999104, 10626056037552, 444568, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 31}
  • id: 256036
    {'charpoly_factorization': [[[-8057965728479, 1902578, 1], 4]], 'hecke_orbit_code': 40532534253060177, 'p': 37}
  • id: 256037
    {'charpoly_factorization': [[[365320709723809573026921190191238271538280525725696000000, 0, 7103211275006635502840826451023083077632000, 0, 118999830305149459381138489344, 0, 371635836530688, 0, 1], 1]], 'hecke_orbit_code': 40532534253060177, 'p': 41}
  • id: 256038
    {'charpoly_factorization': [[[808628378291854310980859858944, -5208844965806379155456, 932790860346432, 5792512, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 43}
  • id: 256039
    {'charpoly_factorization': [[[2249618220385377281695655852438445432929694446666121216000000, 0, 3699482597109280855249590857399586975301632000, 0, 4583902442006737398482163857664, 0, 2466531000562608, 0, 1], 1]], 'hecke_orbit_code': 40532534253060177, 'p': 47}
  • id: 256040
    {'charpoly_factorization': [[[64743941462757690086725533696000, 0, -16648875930633408, 0, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 53}
  • id: 256041
    {'charpoly_factorization': [[[1239761433820451815071251541691202439043451955157612363776000000, 0, 563671819790027725165050742836095985185636352000, 0, 221069641060609859792442557954304, 0, 16008744085931952, 0, 1], 1]], 'hecke_orbit_code': 40532534253060177, 'p': 59}
  • id: 256042
    {'charpoly_factorization': [[[6201303813775172400025579216369, -273780376921314365275082, 14577328085275083, 109941286, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 61}
  • id: 256043
    {'charpoly_factorization': [[[17654237567237537518484677138225, -820509519426578343796070, 42336214373074539, 195280618, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 67}
  • id: 256044
    {'charpoly_factorization': [[[5052789330331879901789397467136000, 0, -153748753155248832, 0, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 71}
  • id: 256045
    {'charpoly_factorization': [[[69545896377334753, -598974754, 1], 4]], 'hecke_orbit_code': 40532534253060177, 'p': 73}
  • id: 256046
    {'charpoly_factorization': [[[154391800490008888748552775025, -9786701931404754259190, 1013293939241739, 24907162, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 79}
  • id: 256047
    {'charpoly_factorization': [[[28852875083429521099401358896197150913089827219099877376000000, 0, 442311388120341601537080790412165120321912832000, 0, 6775213237695509766383910748852224, 0, 82344305965424832, 0, 1], 1]], 'hecke_orbit_code': 40532534253060177, 'p': 83}
  • id: 256048
    {'charpoly_factorization': [[[520312620920244413055690936960000000, 0, -1474786468335582000, 0, 1], 2]], 'hecke_orbit_code': 40532534253060177, 'p': 89}
  • id: 256049
    {'charpoly_factorization': [[[622195963354228410579642397009, 763447879108065542577226, 935978235115463067, 967867258, 1], 2]], 'hecke_orbit_code': 40532534253060177, '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': 10, 'label': '81.10.c.j', 'level': 81, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 53827549
    {'hecke_orbit_code': 40532534253060177, 'n': 1, 'trace_an': 8}
  • id: 53827550
    {'hecke_orbit_code': 40532534253060177, 'n': 2, 'trace_an': 0}
  • id: 53827551
    {'hecke_orbit_code': 40532534253060177, 'n': 3, 'trace_an': 0}
  • id: 53827552
    {'hecke_orbit_code': 40532534253060177, 'n': 4, 'trace_an': -2236}
  • id: 53827553
    {'hecke_orbit_code': 40532534253060177, 'n': 5, 'trace_an': 0}
  • id: 53827554
    {'hecke_orbit_code': 40532534253060177, 'n': 6, 'trace_an': 0}
  • id: 53827555
    {'hecke_orbit_code': 40532534253060177, 'n': 7, 'trace_an': -11852}
  • id: 53827556
    {'hecke_orbit_code': 40532534253060177, 'n': 8, 'trace_an': 0}
  • id: 53827557
    {'hecke_orbit_code': 40532534253060177, 'n': 9, 'trace_an': 0}
  • id: 53827558
    {'hecke_orbit_code': 40532534253060177, 'n': 10, 'trace_an': -83520}
  • id: 53827559
    {'hecke_orbit_code': 40532534253060177, 'n': 11, 'trace_an': 0}
  • id: 53827560
    {'hecke_orbit_code': 40532534253060177, 'n': 12, 'trace_an': 0}
  • id: 53827561
    {'hecke_orbit_code': 40532534253060177, 'n': 13, 'trace_an': -179684}
  • id: 53827562
    {'hecke_orbit_code': 40532534253060177, 'n': 14, 'trace_an': 0}
  • id: 53827563
    {'hecke_orbit_code': 40532534253060177, 'n': 15, 'trace_an': 0}
  • id: 53827564
    {'hecke_orbit_code': 40532534253060177, 'n': 16, 'trace_an': -2348680}
  • id: 53827565
    {'hecke_orbit_code': 40532534253060177, 'n': 17, 'trace_an': 0}
  • id: 53827566
    {'hecke_orbit_code': 40532534253060177, 'n': 18, 'trace_an': 0}
  • id: 53827567
    {'hecke_orbit_code': 40532534253060177, 'n': 19, 'trace_an': 2022856}
  • id: 53827568
    {'hecke_orbit_code': 40532534253060177, 'n': 20, 'trace_an': 0}
  • id: 53827569
    {'hecke_orbit_code': 40532534253060177, 'n': 21, 'trace_an': 0}
  • id: 53827570
    {'hecke_orbit_code': 40532534253060177, 'n': 22, 'trace_an': -3473568}
  • id: 53827571
    {'hecke_orbit_code': 40532534253060177, 'n': 23, 'trace_an': 0}
  • id: 53827572
    {'hecke_orbit_code': 40532534253060177, 'n': 24, 'trace_an': 0}
  • id: 53827573
    {'hecke_orbit_code': 40532534253060177, 'n': 25, 'trace_an': -2554060}
  • id: 53827574
    {'hecke_orbit_code': 40532534253060177, 'n': 26, 'trace_an': 0}
  • id: 53827575
    {'hecke_orbit_code': 40532534253060177, 'n': 27, 'trace_an': 0}
  • id: 53827576
    {'hecke_orbit_code': 40532534253060177, 'n': 28, 'trace_an': 39587848}
  • id: 53827577
    {'hecke_orbit_code': 40532534253060177, 'n': 29, 'trace_an': 0}
  • id: 53827578
    {'hecke_orbit_code': 40532534253060177, 'n': 30, 'trace_an': 0}
  • id: 53827579
    {'hecke_orbit_code': 40532534253060177, 'n': 31, 'trace_an': -889136}
  • id: 53827580
    {'hecke_orbit_code': 40532534253060177, 'n': 32, 'trace_an': 0}
  • id: 53827581
    {'hecke_orbit_code': 40532534253060177, 'n': 33, 'trace_an': 0}
  • id: 53827582
    {'hecke_orbit_code': 40532534253060177, 'n': 34, 'trace_an': 43111008}
  • id: 53827583
    {'hecke_orbit_code': 40532534253060177, 'n': 35, 'trace_an': 0}
  • id: 53827584
    {'hecke_orbit_code': 40532534253060177, 'n': 36, 'trace_an': 0}
  • id: 53827585
    {'hecke_orbit_code': 40532534253060177, 'n': 37, 'trace_an': -7610312}
  • id: 53827586
    {'hecke_orbit_code': 40532534253060177, 'n': 38, 'trace_an': 0}
  • id: 53827587
    {'hecke_orbit_code': 40532534253060177, 'n': 39, 'trace_an': 0}
  • id: 53827588
    {'hecke_orbit_code': 40532534253060177, 'n': 40, 'trace_an': 133649280}
  • id: 53827589
    {'hecke_orbit_code': 40532534253060177, 'n': 41, 'trace_an': 0}
  • id: 53827590
    {'hecke_orbit_code': 40532534253060177, 'n': 42, 'trace_an': 0}
  • id: 53827591
    {'hecke_orbit_code': 40532534253060177, 'n': 43, 'trace_an': -11585024}
  • id: 53827592
    {'hecke_orbit_code': 40532534253060177, 'n': 44, 'trace_an': 0}
  • id: 53827593
    {'hecke_orbit_code': 40532534253060177, 'n': 45, 'trace_an': 0}
  • id: 53827594
    {'hecke_orbit_code': 40532534253060177, 'n': 46, 'trace_an': 26856000}
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  • id: 53827787
    {'hecke_orbit_code': 40532534253060177, 'n': 863, 'trace_an': 0}
  • id: 53827788
    {'hecke_orbit_code': 40532534253060177, 'n': 877, 'trace_an': -90576981825308}
  • id: 53827789
    {'hecke_orbit_code': 40532534253060177, 'n': 881, 'trace_an': 0}
  • id: 53827790
    {'hecke_orbit_code': 40532534253060177, 'n': 883, 'trace_an': -176146130407880}
  • id: 53827791
    {'hecke_orbit_code': 40532534253060177, 'n': 887, 'trace_an': 0}
  • id: 53827792
    {'hecke_orbit_code': 40532534253060177, 'n': 907, 'trace_an': 22581743653324}
  • id: 53827793
    {'hecke_orbit_code': 40532534253060177, 'n': 911, 'trace_an': 0}
  • id: 53827794
    {'hecke_orbit_code': 40532534253060177, 'n': 919, 'trace_an': -121374532719776}
  • id: 53827795
    {'hecke_orbit_code': 40532534253060177, 'n': 929, 'trace_an': 0}
  • id: 53827796
    {'hecke_orbit_code': 40532534253060177, 'n': 937, 'trace_an': 137536244129752}
  • id: 53827797
    {'hecke_orbit_code': 40532534253060177, 'n': 941, 'trace_an': 0}
  • id: 53827798
    {'hecke_orbit_code': 40532534253060177, 'n': 947, 'trace_an': 0}
  • id: 53827799
    {'hecke_orbit_code': 40532534253060177, 'n': 953, 'trace_an': 0}
  • id: 53827800
    {'hecke_orbit_code': 40532534253060177, 'n': 961, 'trace_an': 63649545905724}
  • id: 53827801
    {'hecke_orbit_code': 40532534253060177, 'n': 967, 'trace_an': 103346156099404}
  • id: 53827802
    {'hecke_orbit_code': 40532534253060177, 'n': 971, 'trace_an': 0}
  • id: 53827803
    {'hecke_orbit_code': 40532534253060177, 'n': 977, 'trace_an': 0}
  • id: 53827804
    {'hecke_orbit_code': 40532534253060177, 'n': 983, 'trace_an': 0}
  • id: 53827805
    {'hecke_orbit_code': 40532534253060177, 'n': 991, 'trace_an': -150691254783752}
  • id: 53827806
    {'hecke_orbit_code': 40532534253060177, 'n': 997, 'trace_an': -102414263811704}