Newform data - 99.6.a.c

Formats: - HTML - YAML - JSON - 2025-11-07T18:27:09.099809

• 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': 3564, 'analytic_conductor': 15.877998161485083, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [11, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [99, 1, [56, 46], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-4, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404387, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '99.6.a.c', 'level': 99, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '11.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}-2^{4}q^{4}+19q^{5}+10q^{7}-192q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '99.6.a', 'trace_display': [4, 0, 19, 10], 'trace_hash': 192654334845427669, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.209', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.884', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 4, 0, -16, 19, 0, 10, -192, 0, 76, 121, 0, -1148, 40, 0, -256, -686, 0, -384, -304, 0, 484, -3709, 0, -2764, -4592, 0, -160, 5424, 0, -6443, 5120, 0, -2744, 190, 0, 12063, -1536, 0, -3648, 1528, 0, -4026, -1936, 0, -14836, -7168, 0, -16707, -11056, 0, 18368, 29862, 0, 2299, -1920, 0, 21696, 6461, 0, -16980, -25772, 0, 28672, -21812, 0, 29999, 10976, 0, 760, -31023, 0, 1924, 48252, 0, 6144, 1210, 0, 65138, -4864, 0, 6112, 102714, 0, -13034, -16104, 0, -23232, -17415, 0, -11480, 59344, 0, -28672, -7296, 0, 66905, -66828, 0, 44224, -96730, 0, -95704, 220416, 0, 119448, 32658, 0, -185438, 9196, 0, -2560, -72849, 0, -70471, -86784, 0, 25844, -6860, 0, 14641, -67920, 0, 103088, -111891, 0, -78184, -49152, 0, -87248, 462, 0, -3840, 119996, 0, 131712, -296233, 0, -399818, -3040, 0, -124092, -138908, 0, 103056, 7696, 0, -193008, -72670, 0, -303082, 73728, 0, 4840, -122417, 0, -532987, 260552, 0, 97280, -37090, 0, 282076, -24448, 0, 410856, 573588, 0, 946611, -52136, 0, 64416, 386286, 0, -27640, -30976, 0, -69660, -545079, 0, -279485, -45920, 0, 712128, 229197, 0, -83006, 114688, 0, -29184, 444437, 0, -18476, 267620, 0, 267312, -270182, 0, 43320, 530688, 0, -386920, 54240, 0, 29032, -382816, 0, 293888, -46464, 0, 1029684, -477792, 0, 130632, -76494, 0, -64430, -741752, 0, -36784, 787528, 0, 461281, 51200, 0, -291396, 855570, 0, -665805, -281884, 0, -1041408, -1209336, 0, -136192, -103376, 0, -27440, 571482, 0, -267080, 58564, 0, 271680, -317433, 0, 440832, 1237056, 0, -447564, -1387367, 0, -448789, -312736, 0, -1114112, 885922, 0, 120630, 348992, 0, 1848, -1446874, 0, 567378, -15360, 0, -479984, 353878, 0, 525260, 175616, 0, -1184932, -334444, 0, -595610, -1599272, 0, -36480, -732318, 0, 2233804, 496368, 0, -555632, 15280, 0, -949261, 412224, 0, -30784, 1531080, 0, 122759, -2316096, 0, -290680, 4257932, 0, -40260, -1212328, 0, 98304, -322620, 0, -1142680, -19360, 0, -489668, -586956, 0, -233857, -2131948, 0, -1042208, 935503, 0, 656304, 544768, 0, -148360, 263424, 0, 3173072, 1128304, 0, -293376, -71680, 0, -1058231, -1643424, 0, 2294352, 569981, 0, 506186, 3786444, 0, 208544, -779603, 0, -335140, 772992, 0, 1545144, -467636, 0, 304470, -110560, 0, 619520, -2518683, 0, -589437, 278640, 0, -2180316, 3018412, 0, -2328643, -1117940, 0, 183680, 36556, 0, 994429, 949504, 0, 916788, 298620, 0, 1728958, -332024, 0, 1376256, -6226752, 0, 454765, 116736, 0, 1777748, -2275573, 0, 22990, -73904, 0, -1070480, -389781, 0, 2544374, 3207744, 0, -1080728, 1237622, 0, -1619330, 173280, 0, 707584, 5543678, 0, 7396564, 1547680, 0, 216960, 1459623, 0, -2704926, 116128, 0, 1531264, 64610, 0, 1951566, -5877760, 0, -185856, -3373372, 0, -4525514, 4118736, 0, -5733504, 1896104, 0, -169800, -522528, 0, -305976, 684534, 0, -4225907, -257720, 0, 2967008, 1424256, 0, -2091848, -441408, 0, 3150112, -1562843, 0, -330885, 1845124, 0, 286720, 3004493, 0, 184888, 1165584, 0, 3422280, -218120, 0, -2445516, -2663220, 0, 1127536, -7791036, 0, -1051961, -1388544, 0, -4837344, -3970035, 0, 299990, -544768, 0, -1240512, -487146, 0, 1061376, 109760, 0, 2285928, 8539076, 0, -13848324, -1068320, 0, -234256, 1271195, 0, -1864867, 3260160, 0, -1269732, -5157272, 0, -3720864, 1763328, 0, 1649408, -310230, 0, 4533404, 1790256, 0, -5549468, -1711634, 0, -1837870, -1795156, 0, 1250944, -9738219, 0, 19240, -2883584, 0, 3543688, -1818376, 0, -867328, 482520, 0, 4187904, -4302789, 0, 2622800, -7392, 0, -5787496, 4419898, 0, 7320338, 2269512, 0, 61440, -1754144, 0, 620502, -5759808, 0, 1415512, -2021547, 0, -2496344, 2101040, 0, -3512320, -3523322, 0, 11432312, 4739728, 0, -1337776, -2082816, 0, 651380, -2382440, 0, 6397088, 9815290, 0, 4621848, -48640, 0, -2929272, 8191924, 0, -1384131, 8935216, 0, 5956416, 7542864, 0, -8694004, 2222528, 0, 61120, 10251676, 0, 2033793, -3797044, 0, -1648896, 1027140, 0, 3613302, -369408, 0, 6124320, -3517796, 0, 2474112, 491036, 0, -3088128, 8345348, 0, -130340, 1162720, 0, 17031728, -6150224, 0, -6862318, -161040, 0, 4849312, 278179, 0, -9455362, -1966080, 0, -1290480, 8228864, 0, -4636576, -4570720, 0, -232320, -6057042, 0, -5639935, 1958672, 0, -2347824, -174150, 0, 6511571, -935428, 0, 8527792, -8275218, 0, 1126165, -12506496, 0, 3742012, -1485496, 0, 19179636, 2625216, 0, -933888, 14201961, 0, 1607939, 593440, 0, 1053696, -3102355, 0, 781781, 12692288, 0, -4513216, -6888515, 0, 8778, -391168, 0, -286720, 12413434, 0, -8109935, -4232924, 0, -19721088, -72960, 0, -20117616, -9177408, 0, 2279924, -2054580, 0, 17806334, 2024744, 0, -15145776, -15517902, 0, 669050, 2502528, 0, -3118412, 2181056, 0, -5628427, -1340560, 0, 1030656, -34281576, 0, 22989167, -6180576, 0, -1870544, -7596542, 0, -1048208, 1217880, 0, 442240, -2340922, 0, -4632192, 3469312, 0, -10074732, -967300, 0, -19269445, -2357748, 0, 3343680, 23897087, 0, -2639252, 8721264, 0, 12073648, 21466515, 0, -957040, -9314572, 0, 4471760, -14991936, 0, -16770543, 2204160, 0, 146224, 2761836, 0, -17537268, 3977716, 0, -18990080, 3629879, 0, 14738654, -3667152, 0, 1194480, 4809460, 0, -1380730, 6915832, 0, 1328096, 326580, 0, 8293171, 1835008, 0, -24907008, -5758558, 0, -352294, 1819060, 0, 1400832, -16898460, 0, -1854380, -7110992, 0, -9102292, -7417228, 0, -36652, 91960, 0, 295616, 31746246, 0, 17808452, -12845760, 0, -1559124, -586752, 0, -3753783, 10177496, 0, 4276992, -10126753, 0, 20198512, 4322912, 0, 4950488, -728490, 0, 19493040, -6477320, 0, -693120, -15565993, 0, 4917248, -14151680, 0, 22174712, 232804, 0, -704710, 29586256, 0, 18572160, 29166672, 0, -16521482, -867840, 0, 5838492, 5359444, 0, 1545984, -10819704, 0, -464512, -5566142, 0, 11880069, 18375168, 0, 258440, 13285628, 0, -653987, 7806264, 0, -32915456, 11461002, 0, 10898172, 743424, 0, -13493488, -24774713, 0, 8908627, -18102056, 0, -16474944, 17985609, 0, 146410, -7644672, 0, 7584416, -44741667, 0, 27129062, -679200, 0, -6270336, 28423208, 0, 26592183, 1223904, 0, 2738136, 22250016, 0, 7339434, -16903628, 0, 1030880, 7881698, 0, -34438852, 35604096, 0, 5697024, -1118910, 0, 28342788, -8367392, 0, -588544, -36644533, 0, 16877164, -12600448, 0, -6251372, -2739406, 0, -781840, -1323540, 0, -7380496, 2752512, 0, -10356501, -491520, 0, 12017972, -34946832, 0, -20485332, 739552, 0, 13987008, -5310215, 0, -31328580, -13689120, 0, -872480, 24976212, 0, 12428394, -9782064, 0, 10652880, 4620, 0, -11061266, 13530432, 0, -31164144, 35614404, 0, -33342132, -4207844, 0, 27770880, 20173854, 0, 6415488, 19349376, 0, -15880140, -1577114, 0, 9107336, 1199960, 0, 2179072, 36770862, 0, -5667352, -1654016, 0, -1948584, 49574325, 0, -2208752, 4245504, 0, 1317120, -35378738, 0, 8444303, -9143712, 0, 34156304, -2962330, 0, 12883098, -55393296, 0, 4273280, -351044, 0, 27805888, -2811072, 0, 5084780, -15683521, 0, -3998180, -7459468, 0, 4346880, -20113965, 0, -2107215, 5078928, 0, -20629088, 20926899, 0, -5133458, -14883456, 0, -7053312, 14932434, 0, -31866272, -32988160, 0, -1240920, 823080, 0, 1389134, 18133616, 0, 21483072], 'weight': 6, '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], [4], [0], [-16], [19], [0], [10], [-192], [0], [76], [121], [0], [-1148], [40], [0], [-256], [-686], [0], [-384], [-304], [0], [484], [-3709], [0], [-2764], [-4592], [0], [-160], [5424], [0], [-6443], [5120], [0], [-2744], [190], [0], [12063], [-1536], [0], [-3648], [1528], [0], [-4026], [-1936], [0], [-14836], [-7168], [0], [-16707], [-11056], [0], [18368], [29862], [0], [2299], [-1920], [0], [21696], [6461], [0], [-16980], [-25772], [0], [28672], [-21812], [0], [29999], [10976], [0], [760], [-31023], [0], [1924], [48252], [0], [6144], [1210], [0], [65138], [-4864], [0], [6112], [102714], [0], [-13034], [-16104], [0], [-23232], [-17415], [0], [-11480], [59344], [0], [-28672], [-7296], [0], [66905], [-66828], [0], [44224]], 'ap': [[4], [0], [19], [10], [121], [-1148], [-686], [-384], [-3709], [5424], [-6443], [12063], [1528], [-4026], [-7168], [29862], [6461], [-16980], [29999], [-31023], [1924], [65138], [102714], [-17415], [66905], [-96730], [-95704], [32658], [-185438], [-72849], [-78184], [462], [-296233], [-399818], [-72670], [-303082], [-532987], [282076], [573588], [386286], [-545079], [-279485], [444437], [-18476], [-270182], [43320], [1029684], [461281], [855570], [-665805], [-1209336], [571482], [-267080], [-1387367], [885922], [-1446874], [353878], [525260], [-595610], [-732318], [2233804], [1531080], [-1142680], [-586956], [-233857], [935503], [-1058231], [506186], [-467636], [304470], [-2518683], [3018412], [994429], [1728958], [454765], [-2275573], [-389781], [-1619330], [5543678], [-2704926], [-3373372], [-4525514], [684534], [-4225907], [-2091848], [-1562843], [3004493], [-2445516], [-7791036], [-1051961], [-3970035], [8539076], [-1864867], [-5157272], [4533404], [-1711634], [-9738219], [-4302789], [2622800], [-2496344], [11432312], [9815290], [8191924], [7542864], [-8694004], [2033793], [-3517796], [8345348], [-6150224], [-6862318], [-9455362], [-4636576], [-6057042], [-5639935], [1126165], [14201961], [1607939], [-3102355], [-6888515], [12413434], [-8109935], [17806334], [-15517902], [2181056], [22989167], [-2340922], [-19269445], [21466515], [-16770543], [-17537268], [14738654], [4809460], [8293171], [-352294], [-16898460], [-36652], [31746246], [20198512], [-15565993], [29166672], [-16521482], [-5566142], [11880069], [13285628], [-653987], [-24774713], [27129062], [28423208], [26592183], [22250016], [28342788], [-36644533], [16877164], [-2739406], [-31328580], [24976212], [-11061266], [20173854], [9107336], [36770862], [49574325], [-35378738], [27805888], [-15683521], [-20113965], [20926899], [-31866272], [1389134]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199355404387, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '99.6.a.c', 'level': 99, 'maxp': 997, 'weight': 6}
• 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

  
  {'ALdims': [5, 5, 7, 5], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [7, 11, 7, 9], 'Nk2': 3564, 'analytic_conductor': 15.877998161485083, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [99, 1, [56, 46], [1, 1]], 'conrey_index': 1, 'cusp_dim': 56, 'dim': 22, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663395, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 5, 5], 'label': '99.6.a', 'level': 99, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 64, 'mf_new_dim': 22, 'num_forms': 9, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 72, 'trace_bound': 2, 'trace_display': [-4, 0, -37, 22], 'traces': [22, -4, 0, 380, -37, 0, 22, 480, 0, -122, -242, 0, -890, -448, 0, 5696, 2840, 0, -1404, -2612, 0, 484, 1837, 0, 13745, -2416, 0, -7456, 15030, 0, 10579, 3916, 0, 1168, 14426, 0, 927, -600, 0, -4668, -43654, 0, -43962, -7260, 0, -46786, -58088, 0, 62682, 85498, 0, 68432, -3948, 0, 5203, 34884, 0, 73908, -23081, 0, -140658, -55390, 0, 115552, 114848, 0, -72211, 135424, 0, -22940, -105369, 0, -31382, -128346, 0, -261528, -38478, 0, -143962, -182708, 0, 104260, 195066, 0, 224758, -479460, 0, 137940, 49041, 0, 80440, 185732, 0, -555160, 249072, 0, 381665, 157812, 0, -103268, 115552, 0, -199792, 26436, 0, -89928, 168714, 0, 250240, -204490, 0, -460720, -520941, 0, -170233, 126936, 0, -292486, -510508, 0, 322102, -498168, 0, 827480, 602499, 0, 766880, 466908, 0, 882016, -340530, 0, -108696, 1019038, 0, -750000, 848707, 0, 575782, 1209256, 0, 730842, -211266, 0, -141492, -1265164, 0, -826320, -642788, 0, -1242358, -568200, 0, -112772, -188911, 0, 1143521, 1114888, 0, 946472, 1392634, 0, -915680, -3193064, 0, 2213316, -348228, 0, 15918, 411812, 0, -3244296, 1692672, 0, 1226504, -409464, 0, -1350318, -1566789, 0, 484219, -425920, 0, -3373836, 473859, 0, 231352, -1552708, 0, 2200584, 144475, 0, -976526, 4032106, 0, -977196, -2931940, 0, -619104, 1424124, 0, -4651168, 717816, 0, -2124260, 4538992, 0, 7664792, -660176, 0, 1086912, -7344420, 0, -911700, -56802, 0, -1636586, -1087660, 0, 349448, -1394716, 0, 4590679, 4871980, 0, 1783926, 6006546, 0, -2086221, -10722038, 0, 2701344, 2693658, 0, -795616, 1430600, 0, -5961800, 3199326, 0, 3715966, -58564, 0, -4908336, -10665945, 0, -2093160, -895092, 0, -5140938, -1661917, 0, 838409, 1065508, 0, 10917832, 4094084, 0, 2408490, 14322088, 0, 6712764, -5068502, 0, -244470, 8202840, 0, -2060000, 1761164, 0, -7862980, 5967352, 0, 16210070, -1911195, 0, -6900620, -12319180, 0, 1612080, -1750872, 0, -2115584, -9389004, 0, 2736052, -2667208, 0, 7565474, 11697312, 0, -5033176, 6897246, 0, 3425465, -13230492, 0, -5280664, 4013716, 0, -8343444, -3864032, 0, -16181448, 7205352, 0, -2809828, -4879204, 0, -426842, -10188348, 0, 199139, 1919386, 0, -4794464, -6126985, 0, 1249446, 320276, 0, 12939908, 8424864, 0, -1077706, 17275136, 0, 20117640, -6830576, 0, 2219563, 18181128, 0, -9528576, 2059843, 0, -2418124, 5388396, 0, 4219088, -4853673, 0, -8855980, -22672872, 0, 467688, -2685472, 0, -2932260, -22098860, 0, 6459464, 2815533, 0, 8020605, 13347840, 0, 12681810, 9280460, 0, 12156902, -12012202, 0, -8889328, 10566344, 0, 2355979, 2551148, 0, -16455138, 5594796, 0, 3732748, -3846832, 0, -29885640, -15167772, 0, -4659065, -3535752, 0, -8243614, -15007379, 0, 5010610, 5124428, 0, 25624720, 6219651, 0, -11624566, 26091600, 0, 8842984, -14166110, 0, 18445084, 3877224, 0, -44518352, 7730656, 0, -18260900, 14719856, 0, 9928128, -5010005, 0, 9774660, -29321680, 0, -3706712, 9831190, 0, -9551286, -12352268, 0, -2128632, -13923776, 0, 12004300, 19197384, 0, -6085896, 9718246, 0, 19400952, -23916912, 0, 7276956, 24184194, 0, 3650389, 4598492, 0, -8340736, 14738496, 0, 3166408, -4899048, 0, -3500840, -27173953, 0, -1965195, -850894, 0, -2342144, 5433061, 0, 3950650, -7056768, 0, 24133164, 6247736, 0, 16718154, 16252014, 0, -15366032, -3181830, 0, -11470703, -3292752, 0, 22812036, -2614257, 0, -3500398, 17890000, 0, 49185588, -2655950, 0, -31226244, -14446376, 0, -4837860, 8963524, 0, -5287344, 9187028, 0, 5563580, -19812803, 0, 11086883, 17006700, 0, -25683186, 3676148, 0, -28658508, -30371304, 0, 22636928, -32418, 0, -17875552, -274008, 0, -28193774, 14797730, 0, 11060210, 4416742, 0, 50719600, -1154367, 0, -14514296, -8448796, 0, -37937024, 21697864, 0, -12561736, 25602996, 0, 3022512, -18779457, 0, -19137028, 12588504, 0, 28343444, 5390582, 0, 43693985, -17964060, 0, 26373384, 2573132, 0, 36157602, -6632628, 0, -14281016, 4262346, 0, 8838514, -6583868, 0, -8465560, 13881758, 0, 4079420, 19350872, 0, -4508218, -34714752, 0, -781372, -11575180, 0, 64482584, -21893524, 0, -40766928, -4122248, 0, -72337920, 5638808, 0, 52988235, -1645528, 0, -1313988, 17757930, 0, 18371360, 7445372, 0, -35740880, 10832588, 0, -162471, -26830316, 0, -929424, 6969084, 0, 9519312, -9770952, 0, -49755948, -10740472, 0, -55404480, -1963154, 0, -80709984, 15268726, 0, 36939604, -19868488, 0, -97712752, 19481720, 0, -6374188, -41913888, 0, -23386688, -541717, 0, 49927994, 56238264, 0, -66720, 968368, 0, -24449758, 19918120, 0, -20476104, -29552424, 0, -13987501, -23927984, 0, 64734816, -62055042, 0, 30070952, 5477854, 0, 18928888, -33210570, 0, 16204555, 6850044, 0, 58753774, -683648, 0, -56321322, 17152476, 0, 27160608, 52271865, 0, 2188265, -30618664, 0, 85329840, -20407517, 0, 9996899, 95234440, 0, -41291824, 2163209, 0, 46750446, -28782464, 0, 32660528, 55215554, 0, -965363, -5802430, 0, 86633568, 15179808, 0, 20053680, -65188896, 0, 15803546, -4931234, 0, -73296640, 89419720, 0, 87226236, 33227028, 0, -21528826, 18450768, 0, -11247434, -7388372, 0, -57756397, -60893888, 0, -109155912, -45919740, 0, -37726915, 89084472, 0, -116349464, -20789458, 0, -64105460, -92883252, 0, 17986912, -8132720, 0, -67061832, 15796792, 0, 164116602, 56988220, 0, -3205429, -55078386, 0, 104578836, -10200659, 0, -12523016, 89574360, 0, -108813608, -52897299, 0, -22430416, -39830516, 0, 79216352, 107575098, 0, 40478943, -65085792, 0, 92302720, 22233588, 0, 171611934, -99141286, 0, -179829680, 89177, 0, 2892806, 175914792, 0, 7507200, 65254052, 0, 60917918, -4426996, 0, -1180960, -52604628, 0, -10570619, -12919348, 0, 199990680, -152695802, 0, 15690920, 69815786, 0, -76359240, -46084794, 0, 102002188, -84560500, 0, -30289666, -88906700, 0, -31095022, 48525356, 0, -153026440, 19744596, 0, 44157020, 18134052, 0, 91857702, 65263488, 0, 10875843, 137092852, 0, -202348584, -61217927, 0, -184118828, -104418656, 0, -72889324, 173272290, 0, -56664372, -10243432, 0, -75723744, 52661791, 0, 84358544, -177372964, 0, -58946920, -1963830, 0, 122982830, 178835864, 0, -16131408, 68374218, 0, 47810998, 42527160, 0, -59309118, -51577132, 0, 44575896, -74762064, 0, -34726768, -110746636, 0, -25538565, 118364832, 0, -42172564, -47973632, 0, 82913017, -112032132, 0, 204124744, -47003568, 0, -122477580, 37608736, 0, 27150608, 51072473, 0, -46658354, -122340304, 0, 188054568, 80174505, 0, 322102, 11259396, 0, -164055988, -113722605, 0, -9367276, 19875168, 0, -88525416, 70807810, 0, 36076077, -98848728, 0, 217992756, 4159536, 0, 21458298, -89933038, 0, 17453120, 4646642, 0, -99510340, 160133724, 0, 222309096, 96522270, 0, -37888986, 39019364, 0, -28986760, -45741545, 0, -29413184, -84431000, 0, -64532966, -103302890, 0, -158212552, 13704570, 0, -36170320, -41466480, 0, -119671947, -18105060, 0, -24283174, 91670976, 0, -107607624, 66835076, 0, 305721948, 15082727, 0, -206502312, -36478512, 0, -39182672, 37216404, 0, -5852286, 125588268, 0, -68159064, -49680396, 0, -46477550, -91304364, 0, 53555148, 103661484, 0, 148340970, -57575218, 0, 126254016, 12048864, 0, 93679092, -98442072, 0, -8083446, -8254378, 0, 162453350, 221310436, 0, 40343968, 155570112, 0, 7718888, 130503200, 0, -15337476, -160179969, 0, 13593556, -111782040, 0, 254120448, -250656988, 0, -66164575, 16681824, 0, -167107888, -124297262, 0, 67350225, -6303816, 0, -75111928, 67825448, 0, -40935392, 7027680, 0, -305690470, -52441739, 0, 94055644, -119789822, 0, 32535672, 108494991, 0, 3866313, 50969724, 0, -205014920, 5976765, 0, -125420522, 48353208, 0, -234693288, 47751030, 0, 230316784, 12405328, 0, -101259108, 154775016, 0, 169268300, -18163280, 0, 32685420], 'weight': 6, '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: 88063
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '99.6.a.c', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.6.a.a', 'target_level': 11, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 88064
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '99.6.a.c', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '99.6.a.c', 'target_level': 99, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 88065
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '99.6.a.c', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '121.6.a.b', 'target_level': 121, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 88066
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '99.6.a.c', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '176.6.a.c', 'target_level': 176, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 88067
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '99.6.a.c', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '275.6.a.a', 'target_level': 275, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 88068
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '99.6.a.c', 'source_level': 99, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '275.6.b.a', 'target_level': 275, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 88069
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '99.6.a.c', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '539.6.a.c', 'target_level': 539, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 88070
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '99.6.a.c', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '704.6.a.c', 'target_level': 704, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 88071
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '99.6.a.c', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '704.6.a.h', 'target_level': 704, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 88072
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '99.6.a.c', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1089.6.a.c', 'target_level': 1089, 'twist_class_label': '11.6.a.a', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 296050
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 2}
  • id: 296051
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 3}
  • id: 296052
    {'charpoly_factorization': [[[-19, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 5}
  • id: 296053
    {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 7}
  • id: 296054
    {'charpoly_factorization': [[[-121, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 11}
  • id: 296055
    {'charpoly_factorization': [[[1148, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 13}
  • id: 296056
    {'charpoly_factorization': [[[686, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 17}
  • id: 296057
    {'charpoly_factorization': [[[384, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 19}
  • id: 296058
    {'charpoly_factorization': [[[3709, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 23}
  • id: 296059
    {'charpoly_factorization': [[[-5424, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 29}
  • id: 296060
    {'charpoly_factorization': [[[6443, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 31}
  • id: 296061
    {'charpoly_factorization': [[[-12063, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 37}
  • id: 296062
    {'charpoly_factorization': [[[-1528, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 41}
  • id: 296063
    {'charpoly_factorization': [[[4026, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 43}
  • id: 296064
    {'charpoly_factorization': [[[7168, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 47}
  • id: 296065
    {'charpoly_factorization': [[[-29862, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 53}
  • id: 296066
    {'charpoly_factorization': [[[-6461, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 59}
  • id: 296067
    {'charpoly_factorization': [[[16980, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 61}
  • id: 296068
    {'charpoly_factorization': [[[-29999, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 67}
  • id: 296069
    {'charpoly_factorization': [[[31023, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 71}
  • id: 296070
    {'charpoly_factorization': [[[-1924, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 73}
  • id: 296071
    {'charpoly_factorization': [[[-65138, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 79}
  • id: 296072
    {'charpoly_factorization': [[[-102714, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 83}
  • id: 296073
    {'charpoly_factorization': [[[17415, 1], 1]], 'hecke_orbit_code': 9007199355404387, 'p': 89}
  • id: 296074
    {'charpoly_factorization': [[[-66905, 1], 1]], 'hecke_orbit_code': 9007199355404387, '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': 1, 'hecke_orbit': 3, 'label': '99.6.a.c', 'level': 99, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28850827
    {'hecke_orbit_code': 9007199355404387, 'n': 1, 'trace_an': 1}
  • id: 28850828
    {'hecke_orbit_code': 9007199355404387, 'n': 2, 'trace_an': 4}
  • id: 28850829
    {'hecke_orbit_code': 9007199355404387, 'n': 3, 'trace_an': 0}
  • id: 28850830
    {'hecke_orbit_code': 9007199355404387, 'n': 4, 'trace_an': -16}
  • id: 28850831
    {'hecke_orbit_code': 9007199355404387, 'n': 5, 'trace_an': 19}
  • id: 28850832
    {'hecke_orbit_code': 9007199355404387, 'n': 6, 'trace_an': 0}
  • id: 28850833
    {'hecke_orbit_code': 9007199355404387, 'n': 7, 'trace_an': 10}
  • id: 28850834
    {'hecke_orbit_code': 9007199355404387, 'n': 8, 'trace_an': -192}
  • id: 28850835
    {'hecke_orbit_code': 9007199355404387, 'n': 9, 'trace_an': 0}
  • id: 28850836
    {'hecke_orbit_code': 9007199355404387, 'n': 10, 'trace_an': 76}
  • id: 28850837
    {'hecke_orbit_code': 9007199355404387, 'n': 11, 'trace_an': 121}
  • id: 28850838
    {'hecke_orbit_code': 9007199355404387, 'n': 12, 'trace_an': 0}
  • id: 28850839
    {'hecke_orbit_code': 9007199355404387, 'n': 13, 'trace_an': -1148}
  • id: 28850840
    {'hecke_orbit_code': 9007199355404387, 'n': 14, 'trace_an': 40}
  • id: 28850841
    {'hecke_orbit_code': 9007199355404387, 'n': 15, 'trace_an': 0}
  • id: 28850842
    {'hecke_orbit_code': 9007199355404387, 'n': 16, 'trace_an': -256}
  • id: 28850843
    {'hecke_orbit_code': 9007199355404387, 'n': 17, 'trace_an': -686}
  • id: 28850844
    {'hecke_orbit_code': 9007199355404387, 'n': 18, 'trace_an': 0}
  • id: 28850845
    {'hecke_orbit_code': 9007199355404387, 'n': 19, 'trace_an': -384}
  • id: 28850846
    {'hecke_orbit_code': 9007199355404387, 'n': 20, 'trace_an': -304}
  • id: 28850847
    {'hecke_orbit_code': 9007199355404387, 'n': 21, 'trace_an': 0}
  • id: 28850848
    {'hecke_orbit_code': 9007199355404387, 'n': 22, 'trace_an': 484}
  • id: 28850849
    {'hecke_orbit_code': 9007199355404387, 'n': 23, 'trace_an': -3709}
  • id: 28850850
    {'hecke_orbit_code': 9007199355404387, 'n': 24, 'trace_an': 0}
  • id: 28850851
    {'hecke_orbit_code': 9007199355404387, 'n': 25, 'trace_an': -2764}
  • id: 28850852
    {'hecke_orbit_code': 9007199355404387, 'n': 26, 'trace_an': -4592}
  • id: 28850853
    {'hecke_orbit_code': 9007199355404387, 'n': 27, 'trace_an': 0}
  • id: 28850854
    {'hecke_orbit_code': 9007199355404387, 'n': 28, 'trace_an': -160}
  • id: 28850855
    {'hecke_orbit_code': 9007199355404387, 'n': 29, 'trace_an': 5424}
  • id: 28850856
    {'hecke_orbit_code': 9007199355404387, 'n': 30, 'trace_an': 0}
  • id: 28850857
    {'hecke_orbit_code': 9007199355404387, 'n': 31, 'trace_an': -6443}
  • id: 28850858
    {'hecke_orbit_code': 9007199355404387, 'n': 32, 'trace_an': 5120}
  • id: 28850859
    {'hecke_orbit_code': 9007199355404387, 'n': 33, 'trace_an': 0}
  • id: 28850860
    {'hecke_orbit_code': 9007199355404387, 'n': 34, 'trace_an': -2744}
  • id: 28850861
    {'hecke_orbit_code': 9007199355404387, 'n': 35, 'trace_an': 190}
  • id: 28850862
    {'hecke_orbit_code': 9007199355404387, 'n': 36, 'trace_an': 0}
  • id: 28850863
    {'hecke_orbit_code': 9007199355404387, 'n': 37, 'trace_an': 12063}
  • id: 28850864
    {'hecke_orbit_code': 9007199355404387, 'n': 38, 'trace_an': -1536}
  • id: 28850865
    {'hecke_orbit_code': 9007199355404387, 'n': 39, 'trace_an': 0}
  • id: 28850866
    {'hecke_orbit_code': 9007199355404387, 'n': 40, 'trace_an': -3648}
  • id: 28850867
    {'hecke_orbit_code': 9007199355404387, 'n': 41, 'trace_an': 1528}
  • id: 28850868
    {'hecke_orbit_code': 9007199355404387, 'n': 42, 'trace_an': 0}
  • id: 28850869
    {'hecke_orbit_code': 9007199355404387, 'n': 43, 'trace_an': -4026}
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  • id: 28850938
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  • id: 28850943
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  • id: 28850944
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  • id: 28850946
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  • id: 28850964
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  • id: 28850965
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  • id: 28850969
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  • id: 28850970
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  • id: 28850971
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  • id: 28850972
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  • id: 28850977
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  • id: 28850978
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  • id: 28850980
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  • id: 28850981
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  • id: 28850982
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  • id: 28850988
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  • id: 28850989
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  • id: 28850990
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  • id: 28850991
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  • id: 28850992
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  • id: 28851021
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  • id: 28851067
    {'hecke_orbit_code': 9007199355404387, 'n': 881, 'trace_an': -36644533}
  • id: 28851068
    {'hecke_orbit_code': 9007199355404387, 'n': 883, 'trace_an': 16877164}
  • id: 28851069
    {'hecke_orbit_code': 9007199355404387, 'n': 887, 'trace_an': -2739406}
  • id: 28851070
    {'hecke_orbit_code': 9007199355404387, 'n': 907, 'trace_an': -31328580}
  • id: 28851071
    {'hecke_orbit_code': 9007199355404387, 'n': 911, 'trace_an': 24976212}
  • id: 28851072
    {'hecke_orbit_code': 9007199355404387, 'n': 919, 'trace_an': -11061266}
  • id: 28851073
    {'hecke_orbit_code': 9007199355404387, 'n': 929, 'trace_an': 20173854}
  • id: 28851074
    {'hecke_orbit_code': 9007199355404387, 'n': 937, 'trace_an': 9107336}
  • id: 28851075
    {'hecke_orbit_code': 9007199355404387, 'n': 941, 'trace_an': 36770862}
  • id: 28851076
    {'hecke_orbit_code': 9007199355404387, 'n': 947, 'trace_an': 49574325}
  • id: 28851077
    {'hecke_orbit_code': 9007199355404387, 'n': 953, 'trace_an': -35378738}
  • id: 28851078
    {'hecke_orbit_code': 9007199355404387, 'n': 961, 'trace_an': 12883098}
  • id: 28851079
    {'hecke_orbit_code': 9007199355404387, 'n': 967, 'trace_an': 27805888}
  • id: 28851080
    {'hecke_orbit_code': 9007199355404387, 'n': 971, 'trace_an': -15683521}
  • id: 28851081
    {'hecke_orbit_code': 9007199355404387, 'n': 977, 'trace_an': -20113965}
  • id: 28851082
    {'hecke_orbit_code': 9007199355404387, 'n': 983, 'trace_an': 20926899}
  • id: 28851083
    {'hecke_orbit_code': 9007199355404387, 'n': 991, 'trace_an': -31866272}
  • id: 28851084
    {'hecke_orbit_code': 9007199355404387, 'n': 997, 'trace_an': 1389134}