Newform data - 81.5.d.b

Formats: - HTML - YAML - JSON - 2025-05-24T09:01:06.869939

• 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': 2025, 'analytic_conductor': 8.37296700979139, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [81, 6, [2], [1]], 'cm_discs': [], 'conrey_index': 26, 'dim': 4, 'field_disc': 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, [81, 0, -9, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503805869686865, 'hecke_ring_generator_nbound': 4, 'hecke_ring_index': 9, 'hecke_ring_index_factorization': [[3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 9, 3, 1, 3, 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': '81.5.d.b', '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': '27.5.b.c', 'nf_label': '4.0.144.1', 'prim_orbit_index': 4, 'qexp_display': 'q+\\beta_1 q^{2}-7\\beta_{2} q^{4}+(11\\beta_{3}-11\\beta_1)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '4.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.5.d', 'trace_display': [0, 0, 0, 38], 'trace_hash': 29380742657845814, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.906', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '95.413', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3520.376', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [4, 0, 0, -14, 0, 0, 38, 0, 0, -396, 0, 0, -604, 0, 0, 190, 0, 0, -1216, 0, 0, -738, 0, 0, 928, 0, 0, -532, 0, 0, -478, 0, 0, -2484, 0, 0, 2960, 0, 0, 4554, 0, 0, 1964, 0, 0, 3600, 0, 0, 4080, 0, 0, -4228, 0, 0, 16236, 0, 0, 4068, 0, 0, 632, 0, 0, -15908, 0, 0, -9244, 0, 0, -3762, 0, 0, -12124, 0, 0, 4256, 0, 0, 20900, 0, 0, 2736, 0, 0, -27324, 0, 0, -16974, 0, 0, -22952, 0, 0, -12996, 0, 0, 13034, 0, 0, -12992, 0, 0, 15308, 0, 0, 9558, 0, 0, 9296, 0, 0, -3610, 0, 0, -19800, 0, 0, -35064, 0, 0, 976, 0, 0, -3346, 0, 0, 99980, 0, 0, 59796, 0, 0, -11552, 0, 0, 114264, 0, 0, 23768, 0, 0, -10908, 0, 0, -89496, 0, 0, -10360, 0, 0, 5366, 0, 0, -28044, 0, 0, 64232, 0, 0, 54054, 0, 0, 91160, 0, 0, -75798, 0, 0, -125286, 0, 0, -27496, 0, 0, -17632, 0, 0, 42012, 0, 0, -198208, 0, 0, -41400, 0, 0, 101844, 0, 0, 120384, 0, 0, -70894, 0, 0, 28560, 0, 0, -125020, 0, 0, -35514, 0, 0, -15048, 0, 0, -114760, 0, 0, 30104, 0, 0, 3078, 0, 0, -18164, 0, 0, -56826, 0, 0, -100348, 0, 0, -59040, 0, 0, -68428, 0, 0, 93564, 0, 0, 285912, 0, 0, 47196, 0, 0, -82780, 0, 0, -8848, 0, 0, 183616, 0, 0, 31878, 0, 0, -147600, 0, 0, 134302, 0, 0, 28120, 0, 0, 341532, 0, 0, 105138, 0, 0, -64708, 0, 0, 294956, 0, 0, -14724, 0, 0, -23992, 0, 0, 173052, 0, 0, 2096, 0, 0, -222876, 0, 0, -351500, 0, 0, 42434, 0, 0, 192852, 0, 0, -263916, 0, 0, -37316, 0, 0, -57760, 0, 0, 616616, 0, 0, 47322, 0, 0, 51806, 0, 0, -292600, 0, 0, -166788, 0, 0, 34200, 0, 0, -560512, 0, 0, -31464, 0, 0, 329708, 0, 0, -432936, 0, 0, -297388, 0, 0, -191268, 0, 0, 337516, 0, 0, -118350, 0, 0, -255040, 0, 0, 402948, 0, 0, -119988, 0, 0, 293490, 0, 0, -151620, 0, 0, 80332, 0, 0, 302690, 0, 0, -293040, 0, 0, -475012, 0, 0, -298908, 0, 0, -1047808, 0, 0, 272340, 0, 0, 154242, 0, 0, -182476, 0, 0, 248400, 0, 0, -214434, 0, 0, 868616, 0, 0, -88160, 0, 0, -144356, 0, 0, 154584, 0, 0, 398582, 0, 0, 107156, 0, 0, 1667556, 0, 0, 224352, 0, 0, 60824, 0, 0, -439668, 0, 0, -12008, 0, 0, -194436, 0, 0, -854164, 0, 0, -32536, 0, 0, -133450, 0, 0, 1500336, 0, 0, 462132, 0, 0, -151126, 0, 0, -112176, 0, 0, -115596, 0, 0, 181334, 0, 0, 277200, 0, 0, 647954, 0, 0, 224316, 0, 0, -351272, 0, 0, 403236, 0, 0, -282112, 0, 0, -741600, 0, 0, -446960, 0, 0, 6832, 0, 0, -139528, 0, 0, -403920, 0, 0, -561384, 0, 0, -90820, 0, 0, -929620, 0, 0, 496908, 0, 0, 781308, 0, 0, -349930, 0, 0, -115178, 0, 0, -235080, 0, 0, 532836, 0, 0, 1375308, 0, 0, -705736, 0, 0, -100152, 0, 0, -379682, 0, 0, 161728, 0, 0, 33858, 0, 0, -725436, 0, 0, -1295344, 0, 0, -678132, 0, 0, 446780, 0, 0, -684864, 0, 0, -397100, 0, 0, 166376, 0, 0, -1186256, 0, 0, -306756, 0, 0, 324720, 0, 0, 501768, 0, 0, -161452, 0, 0, 25992, 0, 0, 1044728, 0, 0, 313236, 0, 0, -391878, 0, 0, 770184, 0, 0, 145312, 0, 0, 140600, 0, 0, -1038312, 0, 0, -543600, 0, 0, -804346, 0, 0, -75124, 0, 0, 757340, 0, 0, -62568, 0, 0, 1150280, 0, 0, 322506, 0, 0, -446524, 0, 0, 1128960, 0, 0, 930658, 0, 0, 449624, 0, 0, 173492, 0, 0, 581058, 0, 0, 1232160, 0, 0, -154836, 0, 0, 1092176, 0, 0, 755136, 0, 0, 1437624, 0, 0, -319060, 0, 0, -1878426, 0, 0, -493848, 0, 0, -461440, 0, 0, -1743354, 0, 0, 813600, 0, 0, 915156, 0, 0, 938738, 0, 0, 1754004, 0, 0, -247646, 0, 0, -176382, 0, 0, 323928, 0, 0, -186580, 0, 0, 533000, 0, 0, -1292076, 0, 0, 188784, 0, 0, -123424, 0, 0, -899840, 0, 0, 852624, 0, 0, 210368, 0, 0, -1932552, 0, 0, -2451636, 0, 0, 116532, 0, 0, 581704, 0, 0, 693728, 0, 0, -252178, 0, 0, 1200276, 0, 0, -195472, 0, 0, -491400, 0, 0, -3428632, 0, 0, -181602, 0, 0, 1451538, 0, 0, -1425816, 0, 0, -122446, 0, 0, 1228536, 0, 0, 3130280, 0, 0, -1384416, 0, 0, 88312, 0, 0, -1045944, 0, 0, 170090, 0, 0, -496258, 0, 0, -443584, 0, 0, -1436058, 0, 0, 447228, 0, 0, 775200, 0, 0, -2137096, 0, 0, -2069100, 0, 0, -381728, 0, 0, 437570, 0, 0, 1793448, 0, 0, -3074400, 0, 0, 376200, 0, 0, -816822, 0, 0, -3845440, 0, 0, -546120, 0, 0, -597056, 0, 0, 210672, 0, 0, 987110, 0, 0, -333108, 0, 0, 2308904, 0, 0, 2402108, 0, 0, 2381148, 0, 0, 3015288, 0, 0, -495194, 0, 0, 210728, 0, 0, 37088, 0, 0, 1152576, 0, 0, -162412, 0, 0, -141588, 0, 0, -1006696, 0, 0, -970380, 0, 0, 2603700, 0, 0, 63574, 0, 0, -2791688, 0, 0, -1094400, 0, 0, -1400068, 0, 0, 771210, 0, 0, 1370816, 0, 0, 1645020, 0, 0, 949810, 0, 0, 1404872, 0, 0, 3228390, 0, 0, 1402704, 0, 0, 2638008, 0, 0, 678960, 0, 0, -3139000, 0, 0, 2272248, 0, 0, 3107718, 0, 0, -478996, 0, 0, 4148612, 0, 0, -1211742, 0, 0, 686720, 0, 0, -2221128, 0, 0, -1240320, 0, 0, -461646, 0, 0, -3517804, 0, 0, -1000692, 0, 0, 136800, 0, 0, -1449432, 0, 0, 1830724, 0, 0, 1085508, 0, 0, -5991480, 0, 0, -1159308, 0, 0, 1732800, 0, 0, 1158920, 0, 0, 732374, 0, 0, -1290366, 0, 0, 903184, 0, 0, -60040, 0, 0, -1722492, 0, 0, 2604564, 0, 0, -2358774, 0, 0, 1285312, 0, 0, 3927500, 0, 0, 207252, 0, 0, -483892, 0, 0, -1466388], 'weight': 5, 'weight_parity': -1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0, 0], [0, 1, 0, 0], [0, 0, 0, 0], [0, 0, -7, 0], [0, -11, 0, 11], [0, 0, 0, 0], [19, 0, -19, 0], [0, 0, 0, -23], [0, 0, 0, 0], [-99, 0, 0, 0], [0, -41, 0, 0], [0, 0, 0, 0], [0, 0, -302, 0], [0, 19, 0, -19], [0, 0, 0, 0], [95, 0, -95, 0], [0, 0, 0, 138], [0, 0, 0, 0], [-304, 0, 0, 0], [0, 77, 0, 0], [0, 0, 0, 0], [0, 0, -369, 0], [0, 100, 0, -100], [0, 0, 0, 0], [464, 0, -464, 0], [0, 0, 0, -302], [0, 0, 0, 0], [-133, 0, 0, 0], [0, 226, 0, 0], [0, 0, 0, 0], [0, 0, -239, 0], [0, -273, 0, 273], [0, 0, 0, 0], [-1242, 0, 1242, 0], [0, 0, 0, 209], [0, 0, 0, 0], [740, 0, 0, 0], [0, -304, 0, 0], [0, 0, 0, 0], [0, 0, 2277, 0], [0, 76, 0, -76], [0, 0, 0, 0], [982, 0, -982, 0], [0, 0, 0, 287], [0, 0, 0, 0], [900, 0, 0, 0], [0, -722, 0, 0], [0, 0, 0, 0], [0, 0, 2040, 0], [0, 464, 0, -464], [0, 0, 0, 0], [-2114, 0, 2114, 0], [0, 0, 0, -531], [0, 0, 0, 0], [4059, 0, 0, 0], [0, -437, 0, 0], [0, 0, 0, 0], [0, 0, 2034, 0], [0, -974, 0, 974], [0, 0, 0, 0], [316, 0, -316, 0], [0, 0, 0, -239], [0, 0, 0, 0], [-3977, 0, 0, 0], [0, 3322, 0, 0], [0, 0, 0, 0], [0, 0, -4622, 0], [0, 966, 0, -966], [0, 0, 0, 0], [-1881, 0, 1881, 0], [0, 0, 0, 606], [0, 0, 0, 0], [-3031, 0, 0, 0], [0, 740, 0, 0], [0, 0, 0, 0], [0, 0, 2128, 0], [0, -779, 0, 779], [0, 0, 0, 0], [10450, 0, -10450, 0], [0, 0, 0, 1045], [0, 0, 0, 0], [684, 0, 0, 0], [0, -4211, 0, 0], [0, 0, 0, 0], [0, 0, -13662, 0], [0, 982, 0, -982], [0, 0, 0, 0], [-8487, 0, 8487, 0], [0, 0, 0, -2334], [0, 0, 0, 0], [-5738, 0, 0, 0], [0, -700, 0, 0], [0, 0, 0, 0], [0, 0, -6498, 0], [0, 3344, 0, -3344], [0, 0, 0, 0], [6517, 0, -6517, 0], [0, 0, 0, 2040], [0, 0, 0, 0], [-3248, 0, 0, 0]], 'ap': [[0, 1, 0, 0], [0, 0, 0, 0], [0, -11, 0, 11], [19, 0, -19, 0], [0, -41, 0, 0], [0, 0, -302, 0], [0, 0, 0, 138], [-304, 0, 0, 0], [0, 100, 0, -100], [0, 226, 0, 0], [0, 0, -239, 0], [740, 0, 0, 0], [0, 76, 0, -76], [982, 0, -982, 0], [0, -722, 0, 0], [0, 0, 0, -531], [0, -974, 0, 974], [316, 0, -316, 0], [0, 0, -4622, 0], [0, 0, 0, 606], [-3031, 0, 0, 0], [10450, 0, -10450, 0], [0, -4211, 0, 0], [0, 0, 0, -2334], [6517, 0, -6517, 0], [0, -1973, 0, 0], [0, 0, 7654, 0], [0, 0, 0, -171], [2324, 0, 0, 0], [0, -1640, 0, 1640], [24995, 0, 0, 0], [0, 9487, 0, -9487], [0, -818, 0, 0], [0, 0, 11884, 0], [0, -7331, 0, 7331], [2683, 0, -2683, 0], [0, 0, 32116, 0], [22790, 0, 0, 0], [0, -12026, 0, 12026], [0, -6575, 0, 0], [0, 0, 0, -16305], [-49552, 0, 0, 0], [0, 15130, 0, 0], [0, 0, -35447, 0], [0, 0, 0, 11913], [-31255, 0, 0, 0], [0, 0, 15052, 0], [-50174, 0, 50174, 0], [0, -6422, 0, 0], [0, 0, -34214, 0], [0, 0, 0, -12462], [0, -20600, 0, 20600], [-41390, 0, 41390, 0], [0, 0, 0, -27606], [0, -6530, 0, 6530], [0, -5564, 0, 0], [0, 0, 0, 40302], [73739, 0, 0, 0], [-11996, 0, 11996, 0], [0, -17042, 0, 0], [0, 0, 1048, 0], [0, 21394, 0, -21394], [154154, 0, 0, 0], [0, 31360, 0, -31360], [25903, 0, -25903, 0], [0, 32281, 0, 0], [164854, 0, -164854, 0], [0, 0, -148694, 0], [0, -35891, 0, 35891], [-127520, 0, 127520, 0], [0, 47368, 0, 0], [0, 0, 0, -6474], [151345, 0, -151345, 0], [0, 0, -237506, 0], [-261952, 0, 0, 0], [0, -29054, 0, 29054], [0, -79781, 0, 0], [217154, 0, 0, 0], [0, -85400, 0, 85400], [0, 0, 199291, 0], [0, 83758, 0, -83758], [30412, 0, -30412, 0], [0, 0, 0, 53910], [-213541, 0, 0, 0], [-66725, 0, 66725, 0], [0, 91390, 0, 0], [0, 0, 0, -77928], [90667, 0, -90667, 0], [0, -67319, 0, 0], [0, 0, 323977, 0], [0, 0, 0, 25647], [0, -64406, 0, 0], [-34882, 0, 0, 0], [0, 72349, 0, -72349], [0, 0, -464810, 0], [0, 0, 0, -55860], [0, 11899, 0, -11899], [0, 0, 0, -14250], [-176434, 0, 0, 0], [-323836, 0, 0, 0], [223390, 0, -223390, 0], [0, 0, 0, -195009], [0, -28025, 0, 28025], [0, 212464, 0, 0], [0, 0, -80726, 0], [261182, 0, 0, 0], [0, 130435, 0, 0], [0, 0, 0, 100890], [0, -97166, 0, 97166], [-402173, 0, 402173, 0], [0, 0, 378670, 0], [287570, 0, 0, 0], [0, 192088, 0, -192088], [-223262, 0, 223262, 0], [43373, 0, 0, 0], [0, -141140, 0, 0], [0, 0, 546088, 0], [0, 0, 0, -139644], [0, 234403, 0, -234403], [0, -34007, 0, 0], [0, 0, -230720, 0], [469369, 0, -469369, 0], [0, 114382, 0, 0], [0, 0, 0, 8214], [266500, 0, -266500, 0], [0, 0, 0, 230103], [105184, 0, -105184, 0], [0, 0, 0, -234996], [-126089, 0, 126089, 0], [0, 0, -97736, 0], [-857158, 0, 0, 0], [0, 303322, 0, -303322], [0, 0, -61223, 0], [782570, 0, 0, 0], [0, 233800, 0, -233800], [0, 0, 85045, 0], [0, 0, 0, 214374], [0, 0, -1068548, 0], [0, -179645, 0, 179645], [0, 0, 0, -153198], [-961360, 0, 0, 0], [0, -35222, 0, 0], [0, 0, 493555, 0], [0, 0, 0, 64290], [577226, 0, 0, 0], [0, 23662, 0, 0], [-81206, 0, 81206, 0], [0, -360146, 0, 0], [0, 0, -503348, 0], [0, 0, 0, -182700], [0, 0, -700034, 0], [0, 0, 0, 268878], [342704, 0, 0, 0], [0, 5374, 0, -5374], [-1569500, 0, 1569500, 0], [0, 166966, 0, 0], [1037153, 0, 0, 0], [0, -42692, 0, 0], [-879451, 0, 0, 0], [0, 239419, 0, -239419], [0, -24335, 0, 0], [0, 0, 0, 103056], [0, 0, 366187, 0], [0, 0, 0, -478035], [0, -103934, 0, 103934], [0, -230054, 0, 0], [981875, 0, 0, 0], [-241946, 0, 241946, 0]], 'char_orbit_index': 4, 'field_poly': [1, 0, -1, 0, 1], 'hecke_orbit_code': 4503805869686865, 'hecke_ring_character_values': [[2, [0, 0, 1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_denominators': [1, 3, 1, 3], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [0, 0, 1, 0], [0, 0, 0, 1]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 3, 0, 0], [0, 0, 1, 0], [0, 0, 0, 3]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '81.5.d.b', 'level': 81, 'maxp': 997, 'weight': 5}
• mf_newspaces •

  Column	Type
  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_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': 2025, 'analytic_conductor': 8.37296700979139, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [81, 6, [2], [1]], 'conrey_index': 26, 'cusp_dim': 60, 'dim': 30, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206242316369, 'hecke_orbit_dims': [2, 4, 4, 4, 16], 'label': '81.5.d', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 84, 'mf_new_dim': 34, 'num_forms': 5, 'prim_orbit_index': 4, 'relative_dim': 15, 'sturm_bound': 45, 'trace_bound': 4, 'trace_display': [0, 0, 0, -63], 'traces': [30, 0, 0, 114, 0, 0, -63, 0, 0, 60, 0, 0, 27, 0, 0, -798, 0, 0, 42, 0, 0, 642, 0, 0, 1671, 0, 0, -5124, 0, 0, -4788, 0, 0, -2232, 0, 0, 3066, 0, 0, 7482, 0, 0, 2682, 0, 0, 22344, 0, 0, 5466, 0, 0, 1536, 0, 0, -11676, 0, 0, -20220, 0, 0, -5445, 0, 0, -33684, 0, 0, 1935, 0, 0, 26562, 0, 0, 8862, 0, 0, 4584, 0, 0, -26649, 0, 0, 30912, 0, 0, -13644, 0, 0, -34338, 0, 0, -77970, 0, 0, 54660, 0, 0, 48717, 0, 0, 159192, 0, 0, 22923, 0, 0, -39690, 0, 0, -2604, 0, 0, -74358, 0, 0, -54924, 0, 0, -288840, 0, 0, 39003, 0, 0, 186558, 0, 0, 226896, 0, 0, -23460, 0, 0, -73035, 0, 0, 41544, 0, 0, -141705, 0, 0, -72000, 0, 0, -216048, 0, 0, 115392, 0, 0, 158949, 0, 0, 232116, 0, 0, 84330, 0, 0, -75942, 0, 0, -24150, 0, 0, -217806, 0, 0, -76236, 0, 0, -132816, 0, 0, 139479, 0, 0, -9108, 0, 0, 292938, 0, 0, 223068, 0, 0, 117216, 0, 0, -351096, 0, 0, -156807, 0, 0, -248892, 0, 0, -30522, 0, 0, 239502, 0, 0, 211476, 0, 0, 579024, 0, 0, -84069, 0, 0, -130410, 0, 0, -49584, 0, 0, -408342, 0, 0, -63054, 0, 0, -989112, 0, 0, -74790, 0, 0, 262896, 0, 0, -240600, 0, 0, -93240, 0, 0, -230985, 0, 0, 330288, 0, 0, 76077, 0, 0, 155298, 0, 0, 677616, 0, 0, 302298, 0, 0, -33723, 0, 0, 782772, 0, 0, 497502, 0, 0, 390300, 0, 0, -433722, 0, 0, 229908, 0, 0, -211662, 0, 0, -360300, 0, 0, -273078, 0, 0, -150168, 0, 0, -239514, 0, 0, -836718, 0, 0, -446388, 0, 0, 928500, 0, 0, 80754, 0, 0, 309804, 0, 0, -79212, 0, 0, -428406, 0, 0, 373365, 0, 0, -1855560, 0, 0, 113232, 0, 0, 290208, 0, 0, 113082, 0, 0, 935292, 0, 0, 179919, 0, 0, 1127472, 0, 0, -413937, 0, 0, -1479096, 0, 0, -729030, 0, 0, 124626, 0, 0, 163431, 0, 0, 94140, 0, 0, 162072, 0, 0, 458442, 0, 0, 1159560, 0, 0, 139212, 0, 0, 308097, 0, 0, 47208, 0, 0, -193581, 0, 0, -206292, 0, 0, -879726, 0, 0, 719904, 0, 0, 361650, 0, 0, -267492, 0, 0, -1083708, 0, 0, -1087218, 0, 0, -2062812, 0, 0, -501060, 0, 0, -155046, 0, 0, 1320288, 0, 0, 817929, 0, 0, 369600, 0, 0, 4449012, 0, 0, 320424, 0, 0, -960489, 0, 0, -668412, 0, 0, 795093, 0, 0, 2849736, 0, 0, -1227648, 0, 0, 79320, 0, 0, 336672, 0, 0, -104256, 0, 0, -607788, 0, 0, -1607922, 0, 0, -1524576, 0, 0, -2084136, 0, 0, -369792, 0, 0, -1336056, 0, 0, 218097, 0, 0, 1056060, 0, 0, 925278, 0, 0, -1471524, 0, 0, 379623, 0, 0, -3291744, 0, 0, 698589, 0, 0, 489888, 0, 0, -931350, 0, 0, 1628460, 0, 0, -179136, 0, 0, 3942108, 0, 0, -838062, 0, 0, -3151152, 0, 0, 916404, 0, 0, 1155810, 0, 0, 479475, 0, 0, 3992568, 0, 0, 361020, 0, 0, 1322700, 0, 0, 2738130, 0, 0, 2208288, 0, 0, 335049, 0, 0, -1084344, 0, 0, -225342, 0, 0, -1575720, 0, 0, -1248654, 0, 0, 1241136, 0, 0, -827325, 0, 0, -7262160, 0, 0, -2047431, 0, 0, 1975740, 0, 0, -3627300, 0, 0, -2623488, 0, 0, -947184, 0, 0, 1385280, 0, 0, 733635, 0, 0, -864672, 0, 0, 2193162, 0, 0, -534252, 0, 0, 1255986, 0, 0, 5362944, 0, 0, 2476926, 0, 0, 1740696, 0, 0, 370800, 0, 0, -3081084, 0, 0, 1199412, 0, 0, -2185068, 0, 0, 970407, 0, 0, -2022468, 0, 0, -1194150, 0, 0, -2565366, 0, 0, -3183309, 0, 0, -3023760, 0, 0, 778593, 0, 0, 140460, 0, 0, -272010, 0, 0, 2051526, 0, 0, 4285356, 0, 0, 2667372, 0, 0, 2207682, 0, 0, 2354580, 0, 0, 329928, 0, 0, 271776, 0, 0, -2987286, 0, 0, -3045432, 0, 0, -3040101, 0, 0, -619410, 0, 0, 4437816, 0, 0, 590304, 0, 0, -939087, 0, 0, 9090588, 0, 0, -4211949, 0, 0, 1116618, 0, 0, 2156280, 0, 0, 5222520, 0, 0, 1453230, 0, 0, -1253892, 0, 0, -1140300, 0, 0, -2980212, 0, 0, -7418202, 0, 0, 1963200, 0, 0, -343665, 0, 0, -13944384, 0, 0, -4704, 0, 0, 2645208, 0, 0, 337614, 0, 0, 1490124, 0, 0, 1268532, 0, 0, 420780, 0, 0, -2655054, 0, 0, -5555700, 0, 0, 6422532, 0, 0, 452790, 0, 0, 2545950, 0, 0, 16988112, 0, 0, 3391749, 0, 0, 2265540, 0, 0, 232098, 0, 0, -8218524, 0, 0, 1491642, 0, 0, -6233808, 0, 0, 3270537, 0, 0, -2111070, 0, 0, -3793476, 0, 0, -3301674, 0, 0, -5111604, 0, 0, -11628456, 0, 0, 724635, 0, 0, -1359024, 0, 0, -7798314, 0, 0, 3054990, 0, 0, 6382944, 0, 0, 7018368, 0, 0, 3013296, 0, 0, 1874598, 0, 0, -3003492, 0, 0, -4713348, 0, 0, -7675794, 0, 0, 539112, 0, 0, -1683747, 0, 0, -267252, 0, 0, 8667042, 0, 0, 3537180, 0, 0, 467832, 0, 0, 15358056, 0, 0, -5851731, 0, 0, 7830600, 0, 0, 5449434, 0, 0, 10520856, 0, 0, -198693, 0, 0, -5066388, 0, 0, 263151, 0, 0, -3475548, 0, 0, -11487972, 0, 0, 3401334, 0, 0, -3799371, 0, 0, -10850784, 0, 0, -2112129, 0, 0, 9274686, 0, 0, -1695774, 0, 0, -2981508, 0, 0, -2572344, 0, 0, 4206336, 0, 0, 1128510, 0, 0, -6930864, 0, 0, -1870128, 0, 0, -7433016, 0, 0, -655713, 0, 0, 17713392, 0, 0, 5128806, 0, 0, 2588460, 0, 0, 14596152, 0, 0, -6539046, 0, 0, 8947479, 0, 0, -1034136, 0, 0, 5467524, 0, 0, -3575646, 0, 0, -4535850, 0, 0, -7278996, 0, 0, -1954608, 0, 0, -18855048, 0, 0, 6876549, 0, 0, -131616, 0, 0, -9488064, 0, 0, -3106824, 0, 0, 5591217, 0, 0, -12792072, 0, 0, -2369439, 0, 0, 3504378, 0, 0, 1982166, 0, 0, 2834208, 0, 0, -8142696, 0, 0, 3391260, 0, 0, -10817514, 0, 0, -5356464, 0, 0, 9291894, 0, 0, 5366916, 0, 0, 1870686, 0, 0, 22016004], 'weight': 5, '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: 72043
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '27.5.b.c', 'target_level': 27, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 5}
  • id: 72044
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '27.5.b.c', 'target_level': 27, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 5}
  • id: 72045
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.5.d.b', 'target_level': 81, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 5}
  • id: 72046
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.5.d.b', 'target_level': 81, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 5}
  • id: 72047
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.5.d.b', 'target_level': 81, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 5}
  • id: 72048
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.5.d.b', 'target_level': 81, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 5}
  • id: 72049
    {'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '432.5.e.e', 'target_level': 432, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 5}
  • id: 72050
    {'conductor': 36, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '432.5.e.e', 'target_level': 432, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 5}
  • id: 72051
    {'conductor': 45, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '675.5.c.h', 'target_level': 675, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 5}
  • id: 72052
    {'conductor': 45, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '675.5.c.h', 'target_level': 675, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 5}
  • id: 72053
    {'conductor': 45, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '675.5.d.a', 'target_level': 675, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '45.k', 'twisting_char_orbit': 11, 'weight': 5}
  • id: 72054
    {'conductor': 45, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '675.5.d.a', 'target_level': 675, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '45.l', 'twisting_char_orbit': 12, 'weight': 5}
  • id: 72055
    {'conductor': 45, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '675.5.d.d', 'target_level': 675, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '45.k', 'twisting_char_orbit': 11, 'weight': 5}
  • id: 72056
    {'conductor': 45, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '81.5.d.b', 'source_level': 81, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '675.5.d.d', 'target_level': 675, 'twist_class_label': '27.5.b.c', 'twist_class_level': 27, 'twisting_char_label': '45.l', 'twisting_char_orbit': 12, 'weight': 5}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 254325
    {'charpoly_factorization': [[[81, 0, -9, 0, 1], 1]], 'hecke_orbit_code': 4503805869686865, 'p': 2}
  • id: 254326
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4503805869686865, 'p': 3}
  • id: 254327
    {'charpoly_factorization': [[[1185921, 0, -1089, 0, 1], 1]], 'hecke_orbit_code': 4503805869686865, 'p': 5}
  • id: 254328
    {'charpoly_factorization': [[[361, -19, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 7}
  • id: 254329
    {'charpoly_factorization': [[[228886641, 0, -15129, 0, 1], 1]], 'hecke_orbit_code': 4503805869686865, 'p': 11}
  • id: 254330
    {'charpoly_factorization': [[[91204, 302, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 13}
  • id: 254331
    {'charpoly_factorization': [[[171396, 0, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 17}
  • id: 254332
    {'charpoly_factorization': [[[304, 1], 4]], 'hecke_orbit_code': 4503805869686865, 'p': 19}
  • id: 254333
    {'charpoly_factorization': [[[8100000000, 0, -90000, 0, 1], 1]], 'hecke_orbit_code': 4503805869686865, 'p': 23}
  • id: 254334
    {'charpoly_factorization': [[[211309379856, 0, -459684, 0, 1], 1]], 'hecke_orbit_code': 4503805869686865, 'p': 29}
  • id: 254335
    {'charpoly_factorization': [[[57121, 239, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 31}
  • id: 254336
    {'charpoly_factorization': [[[-740, 1], 4]], 'hecke_orbit_code': 4503805869686865, 'p': 37}
  • id: 254337
    {'charpoly_factorization': [[[2702336256, 0, -51984, 0, 1], 1]], 'hecke_orbit_code': 4503805869686865, 'p': 41}
  • id: 254338
    {'charpoly_factorization': [[[964324, -982, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 43}
  • id: 254339
    {'charpoly_factorization': [[[22010697701136, 0, -4691556, 0, 1], 1]], 'hecke_orbit_code': 4503805869686865, 'p': 47}
  • id: 254340
    {'charpoly_factorization': [[[2537649, 0, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 53}
  • id: 254341
    {'charpoly_factorization': [[[72898878391056, 0, -8538084, 0, 1], 1]], 'hecke_orbit_code': 4503805869686865, 'p': 59}
  • id: 254342
    {'charpoly_factorization': [[[99856, -316, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 61}
  • id: 254343
    {'charpoly_factorization': [[[21362884, 4622, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 67}
  • id: 254344
    {'charpoly_factorization': [[[3305124, 0, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 71}
  • id: 254345
    {'charpoly_factorization': [[[3031, 1], 4]], 'hecke_orbit_code': 4503805869686865, 'p': 73}
  • id: 254346
    {'charpoly_factorization': [[[109202500, -10450, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 79}
  • id: 254347
    {'charpoly_factorization': [[[25469826382250721, 0, -159592689, 0, 1], 1]], 'hecke_orbit_code': 4503805869686865, 'p': 83}
  • id: 254348
    {'charpoly_factorization': [[[49028004, 0, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 89}
  • id: 254349
    {'charpoly_factorization': [[[42471289, -6517, 1], 2]], 'hecke_orbit_code': 4503805869686865, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 4, 'hecke_orbit': 2, 'label': '81.5.d.b', 'level': 81, 'portrait': 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', 'weight': 5}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21748345
    {'hecke_orbit_code': 4503805869686865, 'n': 1, 'trace_an': 4}
  • id: 21748346
    {'hecke_orbit_code': 4503805869686865, 'n': 2, 'trace_an': 0}
  • id: 21748347
    {'hecke_orbit_code': 4503805869686865, 'n': 3, 'trace_an': 0}
  • id: 21748348
    {'hecke_orbit_code': 4503805869686865, 'n': 4, 'trace_an': -14}
  • id: 21748349
    {'hecke_orbit_code': 4503805869686865, 'n': 5, 'trace_an': 0}
  • id: 21748350
    {'hecke_orbit_code': 4503805869686865, 'n': 6, 'trace_an': 0}
  • id: 21748351
    {'hecke_orbit_code': 4503805869686865, 'n': 7, 'trace_an': 38}
  • id: 21748352
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  • id: 21748353
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  • id: 21748354
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  • id: 21748355
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  • id: 21748356
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  • id: 21748357
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  • id: 21748358
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  • id: 21748359
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  • id: 21748360
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  • id: 21748361
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  • id: 21748362
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  • id: 21748363
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  • id: 21748364
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  • id: 21748365
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  • id: 21748366
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  • id: 21748367
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  • id: 21748368
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  • id: 21748369
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  • id: 21748370
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  • id: 21748371
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  • id: 21748372
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  • id: 21748373
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  • id: 21748374
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  • id: 21748375
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  • id: 21748376
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  • id: 21748377
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  • id: 21748378
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  • id: 21748379
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  • id: 21748380
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  • id: 21748381
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  • id: 21748382
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  • id: 21748383
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  • id: 21748384
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  • id: 21748385
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  • id: 21748386
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  • id: 21748387
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  • id: 21748388
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  • id: 21748389
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  • id: 21748390
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  • id: 21748391
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  • id: 21748392
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  • id: 21748393
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  • id: 21748394
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  • id: 21748395
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  • id: 21748396
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  • id: 21748397
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  • id: 21748398
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  • id: 21748399
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  • id: 21748400
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  • id: 21748401
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  • id: 21748402
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  • id: 21748403
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  • id: 21748404
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  • id: 21748405
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  • id: 21748406
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  • id: 21748407
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  • id: 21748408
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  • id: 21748409
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  • id: 21748410
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  • id: 21748411
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  • id: 21748412
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  • id: 21748413
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  • id: 21748414
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  • id: 21748415
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  • id: 21748416
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  • id: 21748417
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  • id: 21748418
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  • id: 21748419
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  • id: 21748420
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  • id: 21748421
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  • id: 21748422
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  • id: 21748423
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  • id: 21748424
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  • id: 21748425
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  • id: 21748426
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  • id: 21748427
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  • id: 21748428
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  • id: 21748429
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  • id: 21748430
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  • id: 21748431
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  • id: 21748432
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  • id: 21748433
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  • id: 21748434
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  • id: 21748435
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  • id: 21748436
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  • id: 21748437
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  • id: 21748438
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  • id: 21748439
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  • id: 21748440
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  • id: 21748441
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  • id: 21748442
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  • id: 21748443
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  • id: 21748444
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  • id: 21748445
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  • id: 21748446
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  • id: 21748447
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  • id: 21748448
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  • id: 21748449
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  • id: 21748450
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  • id: 21748451
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  • id: 21748452
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  • id: 21748453
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  • id: 21748454
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  • id: 21748455
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  • id: 21748456
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  • id: 21748457
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  • id: 21748458
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  • id: 21748459
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  • id: 21748460
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  • id: 21748461
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  • id: 21748462
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  • id: 21748463
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  • id: 21748464
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  • id: 21748465
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  • id: 21748466
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  • id: 21748467
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  • id: 21748468
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  • id: 21748469
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  • id: 21748470
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  • id: 21748471
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  • id: 21748472
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  • id: 21748473
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  • id: 21748474
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  • id: 21748475
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  • id: 21748476
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  • id: 21748477
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  • id: 21748478
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  • id: 21748479
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  • id: 21748480
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  • id: 21748481
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  • id: 21748482
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  • id: 21748483
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  • id: 21748484
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  • id: 21748485
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  • id: 21748486
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  • id: 21748487
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  • id: 21748488
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  • id: 21748489
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  • id: 21748490
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  • id: 21748491
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  • id: 21748492
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  • id: 21748493
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  • id: 21748494
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  • id: 21748495
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  • id: 21748496
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  • id: 21748497
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  • id: 21748498
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  • id: 21748499
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  • id: 21748500
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  • id: 21748501
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  • id: 21748502
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  • id: 21748503
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  • id: 21748504
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  • id: 21748505
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  • id: 21748506
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  • id: 21748507
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  • id: 21748508
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  • id: 21748509
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  • id: 21748510
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  • id: 21748511
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  • id: 21748512
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  • id: 21748513
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  • id: 21748514
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  • id: 21748515
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  • id: 21748516
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  • id: 21748517
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  • id: 21748518
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  • id: 21748519
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  • id: 21748520
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  • id: 21748521
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  • id: 21748522
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  • id: 21748523
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  • id: 21748524
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  • id: 21748525
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  • id: 21748526
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  • id: 21748527
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  • id: 21748528
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  • id: 21748529
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  • id: 21748530
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  • id: 21748531
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  • id: 21748532
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  • id: 21748533
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  • id: 21748534
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  • id: 21748535
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  • id: 21748536
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  • id: 21748537
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  • id: 21748538
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  • id: 21748539
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  • id: 21748540
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  • id: 21748541
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  • id: 21748542
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  • id: 21748543
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  • id: 21748544
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  • id: 21748545
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  • id: 21748546
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  • id: 21748547
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  • id: 21748548
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  • id: 21748549
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