Newform data - 81.8.c.g

Formats: - HTML - YAML - JSON - 2025-12-12T04:34:42.069534

• 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': 5184, 'analytic_conductor': 25.303187064213862, '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': 4, 'field_disc': 144, 'field_disc_factorization': [[2, 4], [3, 2]], 'field_poly': [1, 0, -1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 12, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [11664, 0, 108, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021735337394257, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 108, 'hecke_ring_index_factorization': [[2, 2], [3, 3]], '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': '81.8.c.g', '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': '27.8.a.c', 'nf_label': '4.0.144.1', 'prim_orbit_index': 3, 'qexp_display': 'q-\\beta_{2} q^{2}+(-20\\beta_1+20)q^{4}+(34\\beta_{3}-34\\beta_{2})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.8.c', 'trace_display': [0, 0, 0, 1118], 'trace_hash': 821462154231743691, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.916', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.267', 'prec': 17}, {'__RealLiteral__': 0, 'data': '97.725', 'prec': 20}, {'__RealLiteral__': 0, 'data': '10.316', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3837.967', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [4, 0, 0, 40, 0, 0, 1118, 0, 0, -14688, 0, 0, 17342, 0, 0, 26848, 0, 0, -129844, 0, 0, -98064, 0, 0, -93446, 0, 0, 44720, 0, 0, -459784, 0, 0, -522288, 0, 0, -2164708, 0, 0, -1086912, 0, 0, 930224, 0, 0, -3425760, 0, 0, 1022124, 0, 0, -346840, 0, 0, -6668352, 0, 0, -3279744, 0, 0, 275546, 0, 0, 9257728, 0, 0, 628082, 0, 0, -4105296, 0, 0, 10678148, 0, 0, -1298440, 0, 0, -2203630, 0, 0, 14694912, 0, 0, 17757792, 0, 0, 14513472, 0, 0, 19388356, 0, 0, 17263152, 0, 0, 5958758, 0, 0, -3737840, 0, 0, 11742182, 0, 0, 21329568, 0, 0, 35787752, 0, 0, -15008032, 0, 0, -58237920, 0, 0, -32642784, 0, 0, -5546714, 0, 0, 9195680, 0, 0, 78692336, 0, 0, -63679824, 0, 0, -36291398, 0, 0, -154597248, 0, 0, -55597834, 0, 0, 58400352, 0, 0, -223022592, 0, 0, -21647080, 0, 0, -20926438, 0, 0, -109635552, 0, 0, 131562836, 0, 0, 40538880, 0, 0, -120386188, 0, 0, -126350496, 0, 0, -24875448, 0, 0, 37208960, 0, 0, 52236314, 0, 0, 68305680, 0, 0, 11952116, 0, 0, -253506240, 0, 0, -237118752, 0, 0, 476787168, 0, 0, 314487602, 0, 0, -20442480, 0, 0, 771261524, 0, 0, 57103488, 0, 0, 249813504, 0, 0, 465598016, 0, 0, 255609854, 0, 0, -121558320, 0, 0, -514038512, 0, 0, -66683520, 0, 0, 133130504, 0, 0, -543168288, 0, 0, 511455932, 0, 0, 485402112, 0, 0, 1173894336, 0, 0, 291958992, 0, 0, -34488610, 0, 0, 11021840, 0, 0, -562938662, 0, 0, -230616288, 0, 0, -1555295040, 0, 0, 245194240, 0, 0, -605035886, 0, 0, 356144256, 0, 0, -725205312, 0, 0, -12561640, 0, 0, 269614124, 0, 0, -1155912336, 0, 0, -416184388, 0, 0, -1215167616, 0, 0, -364151584, 0, 0, 850312944, 0, 0, 884430076, 0, 0, 106781480, 0, 0, -554927328, 0, 0, -3235626432, 0, 0, -519995216, 0, 0, -871512928, 0, 0, -2138256640, 0, 0, 1688326848, 0, 0, 1826515946, 0, 0, -88145200, 0, 0, -1489003776, 0, 0, -957499920, 0, 0, -1620540532, 0, 0, 1087423488, 0, 0, 1859489606, 0, 0, 3288113568, 0, 0, 1147850198, 0, 0, -355155840, 0, 0, 2984176780, 0, 0, 584513280, 0, 0, -1457056510, 0, 0, 1082626560, 0, 0, -1985611968, 0, 0, -633585888, 0, 0, 639379128, 0, 0, 193883560, 0, 0, 2631011510, 0, 0, 7948807776, 0, 0, 2154504194, 0, 0, -2554946496, 0, 0, 3095815580, 0, 0, -705487536, 0, 0, -1863804384, 0, 0, 238350320, 0, 0, 4141743840, 0, 0, 1309580784, 0, 0, 380877848, 0, 0, 1254419104, 0, 0, 3986787064, 0, 0, -3666753792, 0, 0, -4774483090, 0, 0, -234843640, 0, 0, -8591833728, 0, 0, 3183255504, 0, 0, 2418752414, 0, 0, 6313552128, 0, 0, -154030214, 0, 0, -3415782528, 0, 0, -7172089912, 0, 0, 357877520, 0, 0, 620488712, 0, 0, -9057518496, 0, 0, -2322393120, 0, 0, 2587534976, 0, 0, 6671490048, 0, 0, -3043169568, 0, 0, -7801121068, 0, 0, -2329516800, 0, 0, -2886973570, 0, 0, -1147214016, 0, 0, 702195676, 0, 0, -2415566016, 0, 0, 3033350606, 0, 0, -7590103488, 0, 0, -9385091534, 0, 0, 110934280, 0, 0, -861917212, 0, 0, -3753239328, 0, 0, -7930420992, 0, 0, -12344280832, 0, 0, 6489596672, 0, 0, 1014990912, 0, 0, 3883037184, 0, 0, 786923360, 0, 0, 2984542366, 0, 0, 3414595392, 0, 0, 7837471008, 0, 0, 9424613952, 0, 0, 7095746492, 0, 0, 4315233312, 0, 0, -6773487506, 0, 0, -1451655920, 0, 0, 4132982880, 0, 0, 7109468496, 0, 0, -14982383260, 0, 0, -2883029760, 0, 0, 4287049238, 0, 0, 9163688544, 0, 0, 1231829170, 0, 0, 1111956680, 0, 0, 16131944608, 0, 0, 5294032128, 0, 0, -9233860896, 0, 0, 17286504192, 0, 0, 3715300250, 0, 0, 4107227904, 0, 0, 13042247660, 0, 0, -2230225920, 0, 0, 9683623872, 0, 0, 22626989280, 0, 0, 14925048424, 0, 0, -14529520096, 0, 0, 19853211456, 0, 0, -14852382480, 0, 0, -14378649460, 0, 0, -837057520, 0, 0, 746814446, 0, 0, -1011804912, 0, 0, -10310420692, 0, 0, -8113030848, 0, 0, 15825287738, 0, 0, -16614677664, 0, 0, 15141422542, 0, 0, -2631256720, 0, 0, 4493055788, 0, 0, -8535337632, 0, 0, -8862837204, 0, 0, -23616423936, 0, 0, 564651152, 0, 0, 16953990768, 0, 0, -14819823936, 0, 0, -1203861880, 0, 0, 6054452352, 0, 0, 19300203936, 0, 0, 1646422154, 0, 0, 18699873408, 0, 0, -52016739840, 0, 0, -2306317104, 0, 0, -2934428470, 0, 0, -995017920, 0, 0, -3330945722, 0, 0, -22544129088, 0, 0, -78602038848, 0, 0, -12487326976, 0, 0, -25256093200, 0, 0, -45433282752, 0, 0, -17766148608, 0, 0, -1044726280, 0, 0, 70268586388, 0, 0, 12198733920, 0, 0, 35199645806, 0, 0, 20218481280, 0, 0, -28910640096, 0, 0, -24938361648, 0, 0, 13127759476, 0, 0, 119521160, 0, 0, -1473013672, 0, 0, -39210159456, 0, 0, -3308077396, 0, 0, 9455097600, 0, 0, 62533128320, 0, 0, -11923228512, 0, 0, -55005649344, 0, 0, -9484750080, 0, 0, -22432564126, 0, 0, 28438660224, 0, 0, -68288747644, 0, 0, 35282250432, 0, 0, 10002676684, 0, 0, 52808986368, 0, 0, 16426759778, 0, 0, -6289752040, 0, 0, 42964975664, 0, 0, 22579897392, 0, 0, 26513759808, 0, 0, 27441985152, 0, 0, 15816110570, 0, 0, 8091729360, 0, 0, 4778518732, 0, 0, 7712615240, 0, 0, 41742301536, 0, 0, -59990856768, 0, 0, 32554997280, 0, 0, -8451316224, 0, 0, 117426184928, 0, 0, 53069981328, 0, 0, -30196001264, 0, 0, 9992540160, 0, 0, -45963707734, 0, 0, -9123658128, 0, 0, -65299597228, 0, 0, 40136879744, 0, 0, 55897930656, 0, 0, 95832176544, 0, 0, -15299880278, 0, 0, -5112197080, 0, 0, -6201226252, 0, 0, -24402862224, 0, 0, 2454030722, 0, 0, -35981262720, 0, 0, -22265050834, 0, 0, -59710578192, 0, 0, 39746903040, 0, 0, -5140385120, 0, 0, -5446099022, 0, 0, 111203595360, 0, 0, 8637715970, 0, 0, -44757978624, 0, 0, 35016840404, 0, 0, 12733774560, 0, 0, 21994507912, 0, 0, 5325220160, 0, 0, 21541920192, 0, 0, 18129011760, 0, 0, -103149790848, 0, 0, -40194453312, 0, 0, -40595079022, 0, 0, -71194043232, 0, 0, -57363125184, 0, 0, -10229118640, 0, 0, -82953401392, 0, 0, -43822474416, 0, 0, 50570825942, 0, 0, 36208373760, 0, 0, -33179167164, 0, 0, 42337389744, 0, 0, -191553471892, 0, 0, 11738943360, 0, 0, 58265326080, 0, 0, -91221486336, 0, 0, 46295110654, 0, 0, -43209930816, 0, 0, -47973152448, 0, 0, 14566520736, 0, 0, -50675435106, 0, 0, -1379544400, 0, 0, 18611599058, 0, 0, -21880559376, 0, 0, -62158378412, 0, 0, -3698929504, 0, 0, 31010778720, 0, 0, -48099411360, 0, 0, -44525746656, 0, 0, 11258773240, 0, 0, -9057949228, 0, 0, -32645796768, 0, 0, -18586509532, 0, 0, -68262421248], 'weight': 8, '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, 0, -1, 0], [0, 0, 0, 0], [20, -20, 0, 0], [0, 0, -34, 34], [0, 0, 0, 0], [0, 559, 0, 0], [0, 0, 0, -148], [0, 0, 0, 0], [-3672, 0, 0, 0], [0, 0, -454, 0], [0, 0, 0, 0], [8671, -8671, 0, 0], [0, 0, -559, 559], [0, 0, 0, 0], [0, 13424, 0, 0], [0, 0, 0, 2418], [0, 0, 0, 0], [-32461, 0, 0, 0], [0, 0, -680, 0], [0, 0, 0, 0], [-49032, 49032, 0, 0], [0, 0, -7930, 7930], [0, 0, 0, 0], [0, -46723, 0, 0], [0, 0, 0, -8671], [0, 0, 0, 0], [11180, 0, 0, 0], [0, 0, -15184, 0], [0, 0, 0, 0], [-229892, 229892, 0, 0], [0, 0, 5520, -5520], [0, 0, 0, 0], [0, -261144, 0, 0], [0, 0, 0, 19006], [0, 0, 0, 0], [-541177, 0, 0, 0], [0, 0, 32461, 0], [0, 0, 0, 0], [-543456, 543456, 0, 0], [0, 0, 34016, -34016], [0, 0, 0, 0], [0, 465112, 0, 0], [0, 0, 0, -9080], [0, 0, 0, 0], [-856440, 0, 0, 0], [0, 0, 79922, 0], [0, 0, 0, 0], [511062, -511062, 0, 0], [0, 0, 46723, -46723], [0, 0, 0, 0], [0, -173420, 0, 0], [0, 0, 0, -98748], [0, 0, 0, 0], [-1667088, 0, 0, 0], [0, 0, -82732, 0], [0, 0, 0, 0], [-1639872, 1639872, 0, 0], [0, 0, -75562, 75562], [0, 0, 0, 0], [0, 137773, 0, 0], [0, 0, 0, 229892], [0, 0, 0, 0], [2314432, 0, 0, 0], [0, 0, -294814, 0], [0, 0, 0, 0], [314041, -314041, 0, 0], [0, 0, -48360, 48360], [0, 0, 0, 0], [0, -2052648, 0, 0], [0, 0, 0, -270372], [0, 0, 0, 0], [2669537, 0, 0, 0], [0, 0, 541177, 0], [0, 0, 0, 0], [-649220, 649220, 0, 0], [0, 0, -253786, 253786], [0, 0, 0, 0], [0, -1101815, 0, 0], [0, 0, 0, 456416], [0, 0, 0, 0], [3673728, 0, 0, 0], [0, 0, -584956, 0], [0, 0, 0, 0], [8878896, -8878896, 0, 0], [0, 0, -465112, 465112], [0, 0, 0, 0], [0, 7256736, 0, 0], [0, 0, 0, -316230], [0, 0, 0, 0], [4847089, 0, 0, 0], [0, 0, -158600, 0], [0, 0, 0, 0], [8631576, -8631576, 0, 0], [0, 0, 1103674, -1103674], [0, 0, 0, 0], [0, 2979379, 0, 0], [0, 0, 0, -511062], [0, 0, 0, 0], [-934460, 0, 0, 0]], 'ap': [[0, 0, -1, 0], [0, 0, 0, 0], [0, 0, -34, 34], [0, 559, 0, 0], [0, 0, -454, 0], [8671, -8671, 0, 0], [0, 0, 0, 2418], [-32461, 0, 0, 0], [0, 0, -7930, 7930], [0, 0, -15184, 0], [-229892, 229892, 0, 0], [-541177, 0, 0, 0], [0, 0, 34016, -34016], [0, 465112, 0, 0], [0, 0, 79922, 0], [0, 0, 0, -98748], [0, 0, -75562, 75562], [0, 137773, 0, 0], [314041, -314041, 0, 0], [0, 0, 0, -270372], [2669537, 0, 0, 0], [0, -1101815, 0, 0], [0, 0, -584956, 0], [0, 0, 0, -316230], [0, 2979379, 0, 0], [0, 0, 264368, 0], [5871091, -5871091, 0, 0], [0, 0, 0, 562770], [8946938, 0, 0, 0], [0, 0, -1257334, 1257334], [19673084, 0, 0, 0], [0, 0, 824408, -824408], [0, 0, -5351446, 0], [-27798917, 27798917, 0, 0], [0, 0, -7489876, 7489876], [0, -10463219, 0, 0], [65781418, -65781418, 0, 0], [-30096547, 0, 0, 0], [0, 0, 7611374, -7611374], [0, 0, 2706080, 0], [0, 0, 0, 2933268], [2988029, 0, 0, 0], [0, 0, -3266146, 0], [157243801, -157243801, 0, 0], [0, 0, 0, -6062874], [192815381, 0, 0, 0], [127804927, -127804927, 0, 0], [0, 66565252, 0, 0], [0, 0, -14088748, 0], [255727966, -255727966, 0, 0], [0, 0, 0, 5311176], [0, 0, -17569684, 17569684], [0, -17244305, 0, 0], [0, 0, 0, -4699032], [0, 0, 7904156, -7904156], [0, 0, 19977932, 0], [0, 0, 0, -32914206], [67403531, 0, 0, 0], [0, -208092194, 0, 0], [0, 0, 24509408, 0], [-182075792, 182075792, 0, 0], [0, 0, 52377290, -52377290], [-534564160, 0, 0, 0], [0, 0, -38459902, 38459902], [0, 913257973, 0, 0], [0, 0, -39515452, 0], [0, 929744803, 0, 0], [573925099, -573925099, 0, 0], [0, 0, -105169636, 105169636], [0, -728528255, 0, 0], [0, 0, 56475620, 0], [0, 0, 0, 115455378], [0, 1315505755, 0, 0], [1077252097, -1077252097, 0, 0], [773953895, 0, 0, 0], [0, 0, 122243024, -122243024], [0, 0, 104536562, 0], [95219462, 0, 0, 0], [0, 0, -138867724, 138867724], [-2387241545, 2387241545, 0, 0], [0, 0, 221833742, -221833742], [0, 1209376207, 0, 0], [0, 0, 0, 276437862], [-1793022478, 0, 0, 0], [0, 310244356, 0, 0], [0, 0, 58952660, 0], [0, 0, 0, -83930610], [0, -3900560534, 0, 0], [0, 0, -202881826, 0], [-1443486785, 1443486785, 0, 0], [0, 0, 0, -196006434], [0, 0, 67437596, 0], [-215479303, 0, 0, 0], [0, 0, -111341230, 111341230], [3244798336, -3244798336, 0, 0], [0, 0, 0, -164822970], [0, 0, -21886138, 21886138], [0, 0, 0, 403713102], [1773936623, 0, 0, 0], [-3745595815, 0, 0, 0], [0, 2143524619, 0, 0], [0, 0, 0, -341044014], [0, 0, -130253968, 130253968], [0, 0, -106913170, 0], [1857650125, -1857650125, 0, 0], [3260561915, 0, 0, 0], [0, 0, -817694314, 0], [0, 0, 0, 447811452], [0, 0, -114972208, 114972208], [0, -7189324730, 0, 0], [373407223, -373407223, 0, 0], [-2577605173, 0, 0, 0], [0, 0, 826168670, -826168670], [0, 7912643869, 0, 0], [1123263947, 0, 0, 0], [0, 0, -443971996, 0], [282325576, -282325576, 0, 0], [0, 0, 0, 1058262192], [0, 0, 149358404, -149358404], [0, 0, -789106396, 0], [823211077, -823211077, 0, 0], [0, -1467214235, 0, 0], [0, 0, 335986586, 0], [0, 0, 0, -1453423416], [0, -12628046600, 0, 0], [0, 0, 0, 1467952434], [0, 17599822903, 0, 0], [0, 0, 0, 980261412], [0, -736506836, 0, 0], [-1654038698, 1654038698, 0, 0], [15633282080, 0, 0, 0], [0, 0, -1107196330, 1107196330], [-11216282063, 11216282063, 0, 0], [-17072186911, 0, 0, 0], [0, 0, -260544814, 260544814], [8213379889, -8213379889, 0, 0], [0, 0, 0, 975116796], [7908055285, -7908055285, 0, 0], [0, 0, -1317090424, 1317090424], [0, 0, 0, 928772676], [29356546232, 0, 0, 0], [0, 0, 140572778, 0], [-22981853867, 22981853867, 0, 0], [0, 0, 0, -1215029442], [-16324899307, 0, 0, 0], [0, 0, 1122501500, 0], [0, 1227015361, 0, 0], [0, 0, 2145160316, 0], [-11132525417, 11132525417, 0, 0], [0, 0, 0, -1036807650], [4318857985, -4318857985, 0, 0], [0, 0, 0, -2398147986], [8754210101, 0, 0, 0], [0, 0, -69125212, 69125212], [0, -20297539511, 0, 0], [0, 0, -2806081720, 0], [-20738350348, 0, 0, 0], [0, 0, 794987564, 0], [-47888367973, 0, 0, 0], [0, 0, -2444470390, 2444470390], [0, 0, 3964031846, 0], [0, 0, 0, -1675026366], [9305799529, -9305799529, 0, 0], [0, 0, 0, -1963685646], [0, 0, -806213284, 806213284], [0, 0, 3088356638, 0], [-2264487307, 0, 0, 0], [0, -9293254766, 0, 0]], 'char_orbit_index': 3, 'field_poly': [1, 0, -1, 0, 1], 'hecke_orbit_code': 27021735337394257, 'hecke_ring_character_values': [[2, [-1, 1, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_denominators': [1, 18, 1, 18], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 0, 1, 1], [0, 1, 0, 0], [0, 0, 2, -1]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 0, 1, 0], [0, 6, 0, 6], [0, 12, 0, -6]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '81.8.c.g', 'level': 81, 'maxp': 997, 'weight': 8}
• 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': 5184, 'analytic_conductor': 25.303187064213862, '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': 114, 'dim': 54, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137573171281, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 4, 4, 4, 8, 8, 12], 'label': '81.8.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': 138, 'mf_new_dim': 58, 'num_forms': 11, 'prim_orbit_index': 3, 'relative_dim': 27, 'sturm_bound': 72, 'trace_bound': 4, 'trace_display': [0, 0, 0, 417], 'traces': [54, 0, 0, -1662, 0, 0, 417, 0, 0, -516, 0, 0, 9237, 0, 0, -98046, 0, 0, -115902, 0, 0, 70770, 0, 0, -431367, 0, 0, -278532, 0, 0, -338964, 0, 0, 798912, 0, 0, -241398, 0, 0, -1809474, 0, 0, -960900, 0, 0, 6614736, 0, 0, -2551596, 0, 0, 153612, 0, 0, -3499896, 0, 0, 859152, 0, 0, 2372007, 0, 0, -12191436, 0, 0, -4930557, 0, 0, -8046726, 0, 0, 8770302, 0, 0, 32988444, 0, 0, -21896817, 0, 0, -4532448, 0, 0, 2943126, 0, 0, 55892454, 0, 0, -64005306, 0, 0, -33005724, 0, 0, -12309297, 0, 0, 175340256, 0, 0, 21071937, 0, 0, 13863474, 0, 0, -81143928, 0, 0, 27141726, 0, 0, 73981164, 0, 0, -22384272, 0, 0, -29303403, 0, 0, -16491978, 0, 0, 119868480, 0, 0, -71053944, 0, 0, -172423875, 0, 0, -353894976, 0, 0, 19604829, 0, 0, 2462868, 0, 0, 239921484, 0, 0, 115584252, 0, 0, -99758337, 0, 0, -250560228, 0, 0, -254884308, 0, 0, -253980918, 0, 0, 179009766, 0, 0, -105060282, 0, 0, 88698684, 0, 0, 347608656, 0, 0, 497001519, 0, 0, 518127264, 0, 0, 298811682, 0, 0, -684882888, 0, 0, 132043428, 0, 0, -1422508128, 0, 0, -29523057, 0, 0, 341221620, 0, 0, 1439163054, 0, 0, 910254018, 0, 0, 223368024, 0, 0, 119069688, 0, 0, -563504595, 0, 0, -858683106, 0, 0, -1795720848, 0, 0, 1092839334, 0, 0, -178157112, 0, 0, 1783280904, 0, 0, 1355611980, 0, 0, 343843152, 0, 0, 431500272, 0, 0, -2876293620, 0, 0, -1842700083, 0, 0, -3867543648, 0, 0, -213030597, 0, 0, 2528714298, 0, 0, 1412125152, 0, 0, 3039117690, 0, 0, 459779667, 0, 0, 2745002796, 0, 0, -1972542132, 0, 0, -3828726036, 0, 0, -5988787974, 0, 0, -387891600, 0, 0, 2811710298, 0, 0, 7464080292, 0, 0, 312324528, 0, 0, 274212564, 0, 0, 5151816270, 0, 0, -4088207082, 0, 0, -2943401856, 0, 0, -12409588380, 0, 0, 1322385960, 0, 0, 6070038552, 0, 0, -1388637648, 0, 0, 2491462434, 0, 0, 652061451, 0, 0, 15677166096, 0, 0, -4492200084, 0, 0, -9137918292, 0, 0, -10738145970, 0, 0, 2062150968, 0, 0, 5206578033, 0, 0, 2566024944, 0, 0, 2671304619, 0, 0, -3174552900, 0, 0, 6716560818, 0, 0, -5028321858, 0, 0, -6713403315, 0, 0, -23306576508, 0, 0, 4825139724, 0, 0, 11234210634, 0, 0, 6694171704, 0, 0, 12803334504, 0, 0, 2370834273, 0, 0, 12948037968, 0, 0, -5392170555, 0, 0, -12572140404, 0, 0, -20736776430, 0, 0, -2099339844, 0, 0, 7995259380, 0, 0, 18685260324, 0, 0, 7652713644, 0, 0, 9513316746, 0, 0, 9137303640, 0, 0, -18683701476, 0, 0, -7804303620, 0, 0, -20675602560, 0, 0, -1214689911, 0, 0, 14776048764, 0, 0, 24113054832, 0, 0, 10216155732, 0, 0, 2034057261, 0, 0, -3999444012, 0, 0, -16886867505, 0, 0, -18975238224, 0, 0, -23858768448, 0, 0, 12180201828, 0, 0, 3515397708, 0, 0, 19812729456, 0, 0, 20425502466, 0, 0, -5574096402, 0, 0, 32347417632, 0, 0, -23076804444, 0, 0, -2036082048, 0, 0, -55282683120, 0, 0, 1478473149, 0, 0, -5588989920, 0, 0, -2173419906, 0, 0, 10684212456, 0, 0, 11084833185, 0, 0, 5535802824, 0, 0, -14781746325, 0, 0, -21201731400, 0, 0, -10633408074, 0, 0, -9592914636, 0, 0, 6805614906, 0, 0, 36044863140, 0, 0, 2390829420, 0, 0, 6757453044, 0, 0, -36022892520, 0, 0, -11662904118, 0, 0, -13248310431, 0, 0, -2553751704, 0, 0, 9095551032, 0, 0, 16393385328, 0, 0, 37996289946, 0, 0, 36802096140, 0, 0, -7320127659, 0, 0, 14326243056, 0, 0, 1270368360, 0, 0, 11864993292, 0, 0, -29419461162, 0, 0, -8198568036, 0, 0, -14035134435, 0, 0, -11578269696, 0, 0, -14955517563, 0, 0, 33420254940, 0, 0, 42733228008, 0, 0, -16293448968, 0, 0, -10441188618, 0, 0, 37996854696, 0, 0, -8353908789, 0, 0, 40684173060, 0, 0, -42747869934, 0, 0, -3102456612, 0, 0, -18926862408, 0, 0, -31738687752, 0, 0, 16221829668, 0, 0, 5681437380, 0, 0, -18450567144, 0, 0, 38078852628, 0, 0, -7278746712, 0, 0, 15868725372, 0, 0, -3596836263, 0, 0, -38725462284, 0, 0, 29815234542, 0, 0, 64269646014, 0, 0, 36219273699, 0, 0, -23307691368, 0, 0, 26808997941, 0, 0, -30825936324, 0, 0, -85158485262, 0, 0, -65214066282, 0, 0, 10973889636, 0, 0, 27707769636, 0, 0, -24317554992, 0, 0, -40960483524, 0, 0, 109532215392, 0, 0, -81785767548, 0, 0, -11439133980, 0, 0, -75655762968, 0, 0, -39317334801, 0, 0, -43214108430, 0, 0, -21726664392, 0, 0, 106404258432, 0, 0, 41067897987, 0, 0, 73719017580, 0, 0, 22143728505, 0, 0, 31591850334, 0, 0, 47491995948, 0, 0, -43064237040, 0, 0, -11698014084, 0, 0, -73475874732, 0, 0, 68284953360, 0, 0, 118797919620, 0, 0, 60286879350, 0, 0, -48436805616, 0, 0, -104213719275, 0, 0, -240506012448, 0, 0, -109193915940, 0, 0, 16208729712, 0, 0, 46484141250, 0, 0, 15429004476, 0, 0, 39617398416, 0, 0, 468901742772, 0, 0, -26143763478, 0, 0, -47057613408, 0, 0, -56210913216, 0, 0, -35330448294, 0, 0, -452930730, 0, 0, -348176493432, 0, 0, 78753802647, 0, 0, 69748495836, 0, 0, -58638781494, 0, 0, 8914020000, 0, 0, -66042642666, 0, 0, 96343060200, 0, 0, 24368319831, 0, 0, -44787086766, 0, 0, 15012391464, 0, 0, 163323834222, 0, 0, 171526736952, 0, 0, 197833493568, 0, 0, 79159959111, 0, 0, -262259696940, 0, 0, -164115274110, 0, 0, -129942339582, 0, 0, 66800748312, 0, 0, -263326202040, 0, 0, -25482443664, 0, 0, 72663241542, 0, 0, 255198170304, 0, 0, -156094548384, 0, 0, -62703750864, 0, 0, -136990033152, 0, 0, -66613578441, 0, 0, -53705504328, 0, 0, -159096094830, 0, 0, 174342065952, 0, 0, 177774657348, 0, 0, 433010119776, 0, 0, 128981246709, 0, 0, -50282931420, 0, 0, 49805919702, 0, 0, 114155723340, 0, 0, -49693536915, 0, 0, -140295099060, 0, 0, 58912380849, 0, 0, 126056589876, 0, 0, -202908383148, 0, 0, -98148657054, 0, 0, -213571235985, 0, 0, -154690876320, 0, 0, -188102172237, 0, 0, 138982324758, 0, 0, 131691323862, 0, 0, 64844615208, 0, 0, 78562703400, 0, 0, 758432131704, 0, 0, -123396944544, 0, 0, 180898685784, 0, 0, -131091715440, 0, 0, -129674745276, 0, 0, -59329899681, 0, 0, -728663411352, 0, 0, 36280426044, 0, 0, 41970005964, 0, 0, 117343550448, 0, 0, 10939751742, 0, 0, -138273201057, 0, 0, 98523175032, 0, 0, -41726608518, 0, 0, -140789337930, 0, 0, 64354815450, 0, 0, 220850191932, 0, 0, 187255636176, 0, 0, 101679573768, 0, 0, 60700942653, 0, 0, -281940867468, 0, 0, -260877997272, 0, 0, -147183832248, 0, 0, 113064646017, 0, 0, 325864111464, 0, 0, -12203582145, 0, 0, -126497869962, 0, 0, 165830533914, 0, 0, -208588716168, 0, 0, -135367540020, 0, 0, -36541571772, 0, 0, -159198524514, 0, 0, -208923182568, 0, 0, -110840460858, 0, 0, 141331234824, 0, 0, 62306906196, 0, 0, -180207937020], 'weight': 8, '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: 72449
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '81.8.c.g', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '27.8.a.c', 'target_level': 27, 'twist_class_label': '27.8.a.c', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 72450
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '81.8.c.g', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '27.8.a.c', 'target_level': 27, 'twist_class_label': '27.8.a.c', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 72451
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '81.8.c.g', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '81.8.c.g', 'target_level': 81, 'twist_class_label': '27.8.a.c', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 72452
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '81.8.c.g', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '81.8.c.g', 'target_level': 81, 'twist_class_label': '27.8.a.c', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 72453
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '81.8.c.g', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '81.8.c.g', 'target_level': 81, 'twist_class_label': '27.8.a.c', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 72454
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '81.8.c.g', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '81.8.c.g', 'target_level': 81, 'twist_class_label': '27.8.a.c', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 72455
    {'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '81.8.c.g', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '432.8.a.n', 'target_level': 432, 'twist_class_label': '27.8.a.c', 'twist_class_level': 27, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 72456
    {'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '81.8.c.g', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '432.8.a.n', 'target_level': 432, 'twist_class_label': '27.8.a.c', 'twist_class_level': 27, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 255300
    {'charpoly_factorization': [[[11664, 0, 108, 0, 1], 1]], 'hecke_orbit_code': 27021735337394257, 'p': 2}
  • id: 255301
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 27021735337394257, 'p': 3}
  • id: 255302
    {'charpoly_factorization': [[[15587023104, 0, 124848, 0, 1], 1]], 'hecke_orbit_code': 27021735337394257, 'p': 5}
  • id: 255303
    {'charpoly_factorization': [[[312481, -559, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 7}
  • id: 255304
    {'charpoly_factorization': [[[495531106838784, 0, 22260528, 0, 1], 1]], 'hecke_orbit_code': 27021735337394257, 'p': 11}
  • id: 255305
    {'charpoly_factorization': [[[75186241, -8671, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 13}
  • id: 255306
    {'charpoly_factorization': [[[-631446192, 0, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 17}
  • id: 255307
    {'charpoly_factorization': [[[32461, 1], 4]], 'hecke_orbit_code': 27021735337394257, 'p': 19}
  • id: 255308
    {'charpoly_factorization': [[[46125412198388640000, 0, 6791569200, 0, 1], 1]], 'hecke_orbit_code': 27021735337394257, 'p': 23}
  • id: 255309
    {'charpoly_factorization': [[[620000859144091336704, 0, 24899816448, 0, 1], 1]], 'hecke_orbit_code': 27021735337394257, 'p': 29}
  • id: 255310
    {'charpoly_factorization': [[[52850331664, 229892, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 31}
  • id: 255311
    {'charpoly_factorization': [[[541177, 1], 4]], 'hecke_orbit_code': 27021735337394257, 'p': 37}
  • id: 255312
    {'charpoly_factorization': [[[15616384100067289595904, 0, 124965531648, 0, 1], 1]], 'hecke_orbit_code': 27021735337394257, 'p': 41}
  • id: 255313
    {'charpoly_factorization': [[[216329172544, -465112, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 43}
  • id: 255314
    {'charpoly_factorization': [[[475896909222174294653184, 0, 689852817072, 0, 1], 1]], 'hecke_orbit_code': 27021735337394257, 'p': 47}
  • id: 255315
    {'charpoly_factorization': [[[-1053126090432, 0, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 53}
  • id: 255316
    {'charpoly_factorization': [[[380243053435755228367104, 0, 616638511152, 0, 1], 1]], 'hecke_orbit_code': 27021735337394257, 'p': 59}
  • id: 255317
    {'charpoly_factorization': [[[18981399529, -137773, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 61}
  • id: 255318
    {'charpoly_factorization': [[[98621749681, -314041, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 67}
  • id: 255319
    {'charpoly_factorization': [[[-7894909985472, 0, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 71}
  • id: 255320
    {'charpoly_factorization': [[[-2669537, 1], 4]], 'hecke_orbit_code': 27021735337394257, 'p': 73}
  • id: 255321
    {'charpoly_factorization': [[[1213996294225, 1101815, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 79}
  • id: 255322
    {'charpoly_factorization': [[[1365652835746702290465951744, 0, 36954740369088, 0, 1], 1]], 'hecke_orbit_code': 27021735337394257, 'p': 83}
  • id: 255323
    {'charpoly_factorization': [[[-10800152593200, 0, 1], 2]], 'hecke_orbit_code': 27021735337394257, 'p': 89}
  • id: 255324
    {'charpoly_factorization': [[[8876699225641, -2979379, 1], 2]], 'hecke_orbit_code': 27021735337394257, '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': 7, 'label': '81.8.c.g', 'level': 81, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 47202883
    {'hecke_orbit_code': 27021735337394257, 'n': 1, 'trace_an': 4}
  • id: 47202884
    {'hecke_orbit_code': 27021735337394257, 'n': 2, 'trace_an': 0}
  • id: 47202885
    {'hecke_orbit_code': 27021735337394257, 'n': 3, 'trace_an': 0}
  • id: 47202886
    {'hecke_orbit_code': 27021735337394257, 'n': 4, 'trace_an': 40}
  • id: 47202887
    {'hecke_orbit_code': 27021735337394257, 'n': 5, 'trace_an': 0}
  • id: 47202888
    {'hecke_orbit_code': 27021735337394257, 'n': 6, 'trace_an': 0}
  • id: 47202889
    {'hecke_orbit_code': 27021735337394257, 'n': 7, 'trace_an': 1118}
  • id: 47202890
    {'hecke_orbit_code': 27021735337394257, 'n': 8, 'trace_an': 0}
  • id: 47202891
    {'hecke_orbit_code': 27021735337394257, 'n': 9, 'trace_an': 0}
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  • id: 47203089
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  • id: 47203090
    {'hecke_orbit_code': 27021735337394257, 'n': 661, 'trace_an': 1646422154}
  • id: 47203091
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  • id: 47203092
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  • id: 47203093
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  • id: 47203094
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  • id: 47203095
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  • id: 47203096
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  • id: 47203097
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  • id: 47203098
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  • id: 47203099
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  • id: 47203100
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  • id: 47203101
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  • id: 47203102
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  • id: 47203103
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  • id: 47203104
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  • id: 47203105
    {'hecke_orbit_code': 27021735337394257, 'n': 761, 'trace_an': 0}
  • id: 47203106
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  • id: 47203107
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  • id: 47203108
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  • id: 47203109
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  • id: 47203110
    {'hecke_orbit_code': 27021735337394257, 'n': 809, 'trace_an': 0}
  • id: 47203111
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  • id: 47203112
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  • id: 47203113
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  • id: 47203114
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  • id: 47203115
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  • id: 47203116
    {'hecke_orbit_code': 27021735337394257, 'n': 839, 'trace_an': 0}
  • id: 47203117
    {'hecke_orbit_code': 27021735337394257, 'n': 841, 'trace_an': -15299880278}
  • id: 47203118
    {'hecke_orbit_code': 27021735337394257, 'n': 853, 'trace_an': 2454030722}
  • id: 47203119
    {'hecke_orbit_code': 27021735337394257, 'n': 857, 'trace_an': 0}
  • id: 47203120
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  • id: 47203121
    {'hecke_orbit_code': 27021735337394257, 'n': 863, 'trace_an': 0}
  • id: 47203122
    {'hecke_orbit_code': 27021735337394257, 'n': 877, 'trace_an': 8637715970}
  • id: 47203123
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  • id: 47203124
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  • id: 47203125
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  • id: 47203126
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  • id: 47203127
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  • id: 47203128
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  • id: 47203129
    {'hecke_orbit_code': 27021735337394257, 'n': 929, 'trace_an': 0}
  • id: 47203130
    {'hecke_orbit_code': 27021735337394257, 'n': 937, 'trace_an': -191553471892}
  • id: 47203131
    {'hecke_orbit_code': 27021735337394257, 'n': 941, 'trace_an': 0}
  • id: 47203132
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  • id: 47203133
    {'hecke_orbit_code': 27021735337394257, 'n': 953, 'trace_an': 0}
  • id: 47203134
    {'hecke_orbit_code': 27021735337394257, 'n': 961, 'trace_an': -50675435106}
  • id: 47203135
    {'hecke_orbit_code': 27021735337394257, 'n': 967, 'trace_an': 18611599058}
  • id: 47203136
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  • id: 47203137
    {'hecke_orbit_code': 27021735337394257, 'n': 977, 'trace_an': 0}
  • id: 47203138
    {'hecke_orbit_code': 27021735337394257, 'n': 983, 'trace_an': 0}
  • id: 47203139
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  • id: 47203140
    {'hecke_orbit_code': 27021735337394257, 'n': 997, 'trace_an': -18586509532}