Embedded newform data - 324.9.c.b.161.5

Formats: - HTML - YAML - JSON - 2025-01-30T02:35:37.845107

• 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': 26244, 'analytic_conductor': 131.9906696598052, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [324, 2, [163, 245], [2, 1]], 'cm_discs': [], 'conrey_index': 161, 'dim': 16, 'field_disc': 192992517307618890275974097081661003733727215347543096592745761597292544, 'field_disc_factorization': [[2, 32], [3, 8], [59, 2], [722923417, 2], [1940264696267713019, 2]], 'field_poly': [6056656355062095659654264284612890625, 0, 1706442887222936191415620923250000, 0, 192579026012424892778300582500, 0, 11367182393998798416041200, 0, 382449673662084695494, 0, 7460070919828720, 0, 81688865380, 0, 456016, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [260719196309234969536448071119995695737890625, 0, 8161863429857799892518980991656129250000, 0, 102344390163069097442992839864382500, 0, 671220753183235047668816818800, 0, 2509252308896937687136134, 0, 5438391700555136880, 0, 6616798095780, 0, 4104144, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737217319236, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 65080413343083670362250652468905165136435928367104, 'hecke_ring_index_factorization': [[2, 26], [3, 88]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '324.9.c.b', 'level': 324, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '324.9.c.b', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{5}+(231-\\beta _{2})q^{7}+(-5\\beta _{1}-\\beta _{9}+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '324.9.c', 'trace_display': [0, 0, 0, 3692], 'trace_hash': 1114261031383306318, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.054', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.725', 'prec': 17}, {'__RealLiteral__': 0, 'data': '895.793', 'prec': 24}, {'__RealLiteral__': 0, 'data': '765.681', 'prec': 24}, {'__RealLiteral__': 0, 'data': '85200.322', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [16, 0, 0, 0, 0, 0, 3692, 0, 0, 0, 0, 0, -50380, 0, 0, 0, 0, 0, 185108, 0, 0, 0, 0, 0, -1958288, 0, 0, 0, 0, 0, -285568, 0, 0, 0, 0, 0, -2910052, 0, 0, 0, 0, 0, -8122852, 0, 0, 0, 0, 0, 14602560, 0, 0, 0, 0, 0, 38320164, 0, 0, 0, 0, 0, -5700244, 0, 0, 0, 0, 0, -6328540, 0, 0, 0, 0, 0, -51728704, 0, 0, 0, 0, 0, 168603092, 0, 0, 0, 0, 0, -96322644, 0, 0, 0, 0, 0, -199743716, 0, 0, 0, 0, 0, -181751968, 0, 0, 0, 0, 0, 16211024, 0, 0, 0, 0, 0, 211783892, 0, 0, 0, 0, 0, 121341420, 0, 0, 0, 0, 0, -302646392, 0, 0, 0, 0, 0, 336207236, 0, 0, 0, 0, 0, -731875640, 0, 0, 0, 0, 0, 1896946808, 0, 0, 0, 0, 0, 732372984, 0, 0, 0, 0, 0, 26334176, 0, 0, 0, 0, 0, -695415364, 0, 0, 0, 0, 0, -1633179088, 0, 0, 0, 0, 0, 982793208, 0, 0, 0, 0, 0, -2026146568, 0, 0, 0, 0, 0, 128579480, 0, 0, 0, 0, 0, 824519916, 0, 0, 0, 0, 0, -3603425176, 0, 0, 0, 0, 0, -3111499840, 0, 0, 0, 0, 0, -1961940384, 0, 0, 0, 0, 0, 3750234572, 0, 0, 0, 0, 0, 4371162712, 0, 0, 0, 0, 0, 7087723460, 0, 0, 0, 0, 0, 6278802860, 0, 0, 0, 0, 0, -4267171368, 0, 0, 0, 0, 0, 1446820832, 0, 0, 0, 0, 0, -4537602572, 0, 0, 0, 0, 0, 10355909040, 0, 0, 0, 0, 0, -19474157420, 0, 0, 0, 0, 0, 12685605624, 0, 0, 0, 0, 0, 13013185844, 0, 0, 0, 0, 0, -11231817904, 0, 0, 0, 0, 0, -16647953416, 0, 0, 0, 0, 0, -24419402624, 0, 0, 0, 0, 0, -2836061784, 0, 0, 0, 0, 0, -8500856768, 0, 0, 0, 0, 0, -4888550632, 0, 0, 0, 0, 0, 51798426752, 0, 0, 0, 0, 0, 4367712708, 0, 0, 0, 0, 0, -28745050936, 0, 0, 0, 0, 0, 17949095900, 0, 0, 0, 0, 0, -3356070088, 0, 0, 0, 0, 0, 27515299792, 0, 0, 0, 0, 0, -22813206136, 0, 0, 0, 0, 0, 20821159260, 0, 0, 0, 0, 0, 27295568544, 0, 0, 0, 0, 0, -7860793360, 0, 0, 0, 0, 0, -18735470728, 0, 0, 0, 0, 0, 30486622688, 0, 0, 0, 0, 0, 4934478816, 0, 0, 0, 0, 0, 12668111892, 0, 0, 0, 0, 0, -25823671708, 0, 0, 0, 0, 0, -11325409040, 0, 0, 0, 0, 0, 7350244160, 0, 0, 0, 0, 0, -34795556856, 0, 0, 0, 0, 0, -122584206868, 0, 0, 0, 0, 0, 40918148644, 0, 0, 0, 0, 0, -28385862304, 0, 0, 0, 0, 0, -16802365600, 0, 0, 0, 0, 0, -1151788932, 0, 0, 0, 0, 0, 80566997256, 0, 0, 0, 0, 0, 20186310176, 0, 0, 0, 0, 0, -138121648432, 0, 0, 0, 0, 0, -83114100080, 0, 0, 0, 0, 0, 97578185552, 0, 0, 0, 0, 0, 65796112864, 0, 0, 0, 0, 0, -5570625640, 0, 0, 0, 0, 0, 216252823860, 0, 0, 0, 0, 0, 3110202740, 0, 0, 0, 0, 0, 264137212728, 0, 0, 0, 0, 0, 69903290644, 0, 0, 0, 0, 0, -29268220536, 0, 0, 0, 0, 0, -299271217012, 0, 0, 0, 0, 0, 57318168280, 0, 0, 0, 0, 0, -5524907472, 0, 0, 0, 0, 0, 4906479644, 0, 0, 0, 0, 0, -228698580784, 0, 0, 0, 0, 0, 124148791144, 0, 0, 0, 0, 0, -73901091860, 0, 0, 0, 0, 0, -373545901692, 0, 0, 0, 0, 0, 213421106840, 0, 0, 0, 0, 0, 221435623568, 0, 0, 0, 0, 0, 270708368904, 0, 0, 0, 0, 0, -478059787400, 0, 0, 0, 0, 0, -418873520556, 0, 0, 0, 0, 0, -199409663656, 0, 0, 0, 0, 0, -182477153380, 0, 0, 0, 0, 0, 500105930888, 0, 0, 0, 0, 0, -655168569880, 0, 0, 0, 0, 0, 43122312352, 0, 0, 0, 0, 0, 367896861440, 0, 0, 0, 0, 0, 323958046764, 0, 0, 0, 0, 0, 1123589218304, 0, 0, 0, 0, 0, -179682145272, 0, 0, 0, 0, 0, 414599849604, 0, 0, 0, 0, 0, 169578138428, 0, 0, 0, 0, 0, 339549164964, 0, 0, 0, 0, 0, 225671533928, 0, 0, 0, 0, 0, -1569496727096, 0, 0, 0, 0, 0, -1499333605740, 0, 0, 0, 0, 0, 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0, 0, 0, 0, -359651816136, 0, 0, 0, 0, 0, -490518872424, 0, 0, 0, 0, 0, 1387392481664, 0, 0, 0, 0, 0, 1355910902208, 0, 0, 0, 0, 0, -2533747737316, 0, 0, 0, 0, 0, 2862161756336, 0, 0, 0, 0, 0, -3601163938668, 0, 0, 0, 0, 0, 2573513561168, 0, 0, 0, 0, 0, -3030807155040, 0, 0, 0, 0, 0, -3889449909092, 0, 0, 0, 0, 0, -6430336847820, 0, 0, 0, 0, 0, 4193269697280, 0, 0, 0, 0, 0, 3566833743644, 0, 0, 0, 0, 0, 462381707920, 0, 0, 0, 0, 0, 2328374688948, 0, 0, 0, 0, 0, 1373318937360, 0, 0, 0, 0, 0, 4097017374428, 0, 0, 0, 0, 0, -6712962839740, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.8025009923317896], [0.0, 0.0], [-1.287246026714411, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.7678247971667793], [0.0, 0.0], [0.1376155690592683, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.559206463655393], [0.0, 0.0], [1.0087303556042901, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.375573597147096], [0.0, 0.0], [0.355992157306493, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.155898229524135], [0.0, 0.0], [1.7261531764638283, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.0330162138134682], [0.0, 0.0], [-0.34422007204488864, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.4689312386121011], [0.0, 0.0], [-0.3533409987648077, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.09290107434808886], [0.0, 0.0], [0.6570023332920384, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.5720433367263782], [0.0, 0.0], [-0.6161801616632955, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.21298310377016516], [0.0, 0.0], [-0.9276226637877593, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.11043663073036673], [0.0, 0.0], [-1.481135529135518, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.10931925311528698], [0.0, 0.0], [0.2613047642401823, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.9883794193657353], [0.0, 0.0], [0.5974573463433962, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.41447730187902143], [0.0, 0.0], [0.4487637420018037, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.4896647032828019], [0.0, 0.0], [-0.17714509448558577, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.8095071113676418], [0.0, 0.0], [0.6861330795145233, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.2712193102677072], [0.0, 0.0], [-1.0238838617931, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.952864588072177], [0.0, 0.0], [0.5493923937802168, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.9498386182545998], [0.0, 0.0], [-1.1038991767359538, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.7198362984534213], [0.0, 0.0], [0.41044508085579423, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.0881850518325848], [0.0, 0.0], [-1.4308076339379772, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.5236953069796537], [0.0, 0.0], [-1.2984841422778373, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.779384957172811], [0.0, 0.0], [-0.4490229031251967, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.10566464639992358], [0.0, 0.0], [-0.927609476227677, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.8769348686752216], [0.0, 0.0], [-0.12682557693652544, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.385239637028893], [0.0, 0.0], [-0.700758025293979, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.7707016473808492], [0.0, 0.0], [-1.2325879306741174, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.5114920195539527], [0.0, 0.0], [-0.9810619551524937, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.1868456672337278], [0.0, 0.0], 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[-0.20382730869588478, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 1.4007618843015102], [0.0, 0.0], [-0.7296936252470876, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.10470384799836775], [0.0, 0.0], [0.8735346430957006, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0075386046564746775], [0.0, 0.0], [1.8418014417793087, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.09371213376316827], [0.0, 0.0], [0.761177535737753, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.995257400562001], [0.0, 0.0], [0.879096795043782, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -1.1928726693372327], [0.0, 0.0], [0.8784328806261593, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, -0.09931948072036552], [0.0, 0.0], [0.31824595024549357, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.6741247031185431], [0.0, 0.0], [1.570799316397177, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.015044031226594406], [0.0, 0.0], [-0.12253964603545633, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 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0.0], [0.0, 0.0], [0.0, 0.48604654869045405], [0.0, 0.0], [-0.23565595866312072, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.5078526306509455], [0.0, 0.0], [-0.5781630205647258, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0]], 'angles': [None, None, -0.4342878435129733, -0.3612847557872777, -0.43728822994178745, -0.23904024115600767, 0.04510146049665088, -0.165863276347245, -0.37929119685697216, -0.4019266022029849, -0.08426723006247233, -0.2775292325723134, -0.4623329862109037, -0.278266348683145, -0.4926045062877052, -0.3560686970244363, 0.016980855703747504, -0.32675922384450334, -0.3827216746676391, 0.008703687393131971, -0.2291464094486746, -0.20171872142567274, 0.03322383063681962, 0.1337352811832637, -0.19426718120100686, -0.3903743996445668, -0.3355368543584544, 0.07903513216806954, -0.20571136026431744, 0.07876137884502676, -0.37687862001778866, -0.45783410096440286, -0.43629065034155795, -0.28603930952653384, 0.19387709585374283, -0.2600992349440319, -0.306973608243624, -0.35568333998580104, -0.4588394604961904, -0.3988881084284196, 0.07864095983855837, -0.11664832642321839, -0.33564728930778737, -0.33691539861184555, 0.1689161696199369, -0.301240222973514, -0.42216866762891675, -0.3592743639069505, -0.3940095486700296, -0.21900894254757994, -0.4723541655310347, 0.12661096117792606, -0.3890698745401804, -0.4880810284005545, -0.46043828462976527, -0.40781965461131925, 0.07301720538280726, -0.24870049189724572, -0.33003591583208797, -0.33971293659324103, -0.17919073458449838, -0.4860979784385636, -0.27555887123980766, 0.03147656663401207, -0.07892869737543173, 0.18033644875422705, -0.3491349629579261, -0.30214887826244446, 0.050018280257733194, -0.16093672340648268, -0.3696792436594268, -0.348281421248151, -0.31615103038683534, -0.2015191019043563, -0.24064337464939167, -0.34336460392120205, 0.1147025665122061, -0.1380094614907789, 0.01720987385655263, -0.12245807804816107, -0.427324308942543, -0.188272787894963, 0.030554925067499947, 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-0.30132131888887015, -0.2771770941943269, -0.46364378713559984, -0.4381942335277408, -0.2686981811651657, -0.4879240152334399, -0.06175521568466555, 0.186565919073778, -0.22343536294783164, -0.39659587817128694, -0.35381348557255016, -0.36731256329682777, -0.4398695907213197, -0.22922464181884497, -0.4586016794825057, -0.16402545989377823, 0.1178472306225419, -0.25741413272413605, 0.08499321212685682, -0.2781122192257467, -0.3765686327508762, -0.30943932110352435, 0.008335878169343242, -0.17806165356710468, 0.0005999045180903894, -0.17762806213116672, -0.4920931547436377, -0.10622873088940264, 0.2121622946073511, -0.045752998102398953, -0.40172533978981695, 0.04516279691503129, 0.1280086175787517, -0.2948032296393748, 0.009176319511762156, -0.3607717673971583, 0.02374346384458415, -0.26879657115305405, -0.29667493160383035], 'char_orbit_index': 3, 'conrey_index': 161, 'dual_conrey_index': 161, 'dual_embedding_index': 12, 'dual_embedding_m': 12, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': -167.1877067357895, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503737217319236, 'label': '324.9.c.b.161.5', 'level': 324, 'weight': 9}
• 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': 26244, 'analytic_conductor': 131.9906696598052, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [324, 2, [163, 245], [2, 1]], 'conrey_index': 161, 'cusp_dim': 414, 'dim': 32, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137589948740, 'hecke_orbit_dims': [16, 16], 'label': '324.9.c', 'level': 324, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 450, 'mf_new_dim': 32, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 32, 'sturm_bound': 486, 'trace_bound': 7, 'trace_display': [0, 0, 0, 1846], 'traces': [32, 0, 0, 0, 0, 0, 1846, 0, 0, 0, 0, 0, -53750, 0, 0, 0, 0, 0, 269626, 0, 0, 0, 0, 0, -2869894, 0, 0, 0, 0, 0, 471046, 0, 0, 0, 0, 0, -4581716, 0, 0, 0, 0, 0, -8801876, 0, 0, 0, 0, 0, 20655450, 0, 0, 0, 0, 0, 20822526, 0, 0, 0, 0, 0, -40601654, 0, 0, 0, 0, 0, 63724912, 0, 0, 0, 0, 0, -23657486, 0, 0, 0, 0, 0, 107224174, 0, 0, 0, 0, 0, -16536600, 0, 0, 0, 0, 0, -255277930, 0, 0, 0, 0, 0, -114909812, 0, 0, 0, 0, 0, 49628590, 0, 0, 0, 0, 0, 195005368, 0, 0, 0, 0, 0, 206265294, 0, 0, 0, 0, 0, -760340176, 0, 0, 0, 0, 0, 403120936, 0, 0, 0, 0, 0, -426830104, 0, 0, 0, 0, 0, 1141257652, 0, 0, 0, 0, 0, 1175025654, 0, 0, 0, 0, 0, -281617442, 0, 0, 0, 0, 0, -1043492270, 0, 0, 0, 0, 0, -1163510312, 0, 0, 0, 0, 0, 2961750258, 0, 0, 0, 0, 0, -2633829176, 0, 0, 0, 0, 0, -1641136604, 0, 0, 0, 0, 0, -293446602, 0, 0, 0, 0, 0, -1551323936, 0, 0, 0, 0, 0, -1305729608, 0, 0, 0, 0, 0, -1297443834, 0, 0, 0, 0, 0, 6935906878, 0, 0, 0, 0, 0, 1927369250, 0, 0, 0, 0, 0, -1073274086, 0, 0, 0, 0, 0, 9916004974, 0, 0, 0, 0, 0, -1998912114, 0, 0, 0, 0, 0, 27686800, 0, 0, 0, 0, 0, 1620214328, 0, 0, 0, 0, 0, 5859482742, 0, 0, 0, 0, 0, -22595361904, 0, 0, 0, 0, 0, 3284740368, 0, 0, 0, 0, 0, 10293022048, 0, 0, 0, 0, 0, 6097626214, 0, 0, 0, 0, 0, -23985429350, 0, 0, 0, 0, 0, -28784835346, 0, 0, 0, 0, 0, -7334948322, 0, 0, 0, 0, 0, -19078129498, 0, 0, 0, 0, 0, 16134611626, 0, 0, 0, 0, 0, 60763947256, 0, 0, 0, 0, 0, 13994244738, 0, 0, 0, 0, 0, -20937120476, 0, 0, 0, 0, 0, 27302968990, 0, 0, 0, 0, 0, -26702559236, 0, 0, 0, 0, 0, 32053806770, 0, 0, 0, 0, 0, -13827045554, 0, 0, 0, 0, 0, 6928694892, 0, 0, 0, 0, 0, 22074776622, 0, 0, 0, 0, 0, -22910373134, 0, 0, 0, 0, 0, -16042475810, 0, 0, 0, 0, 0, 20230138750, 0, 0, 0, 0, 0, 12827951082, 0, 0, 0, 0, 0, 51596009388, 0, 0, 0, 0, 0, -70152334676, 0, 0, 0, 0, 0, -20937336910, 0, 0, 0, 0, 0, 60163743508, 0, 0, 0, 0, 0, -19191861954, 0, 0, 0, 0, 0, -174315247442, 0, 0, 0, 0, 0, 15746025566, 0, 0, 0, 0, 0, -55310100254, 0, 0, 0, 0, 0, -94985304914, 0, 0, 0, 0, 0, 73222535556, 0, 0, 0, 0, 0, 115414436700, 0, 0, 0, 0, 0, 20020721956, 0, 0, 0, 0, 0, -114312482102, 0, 0, 0, 0, 0, -58106036938, 0, 0, 0, 0, 0, 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1924163782666, 0, 0, 0, 0, 0, 2992898053606, 0, 0, 0, 0, 0, -2222210408020, 0, 0, 0, 0, 0, 123779913768, 0, 0, 0, 0, 0, 2463596410536, 0, 0, 0, 0, 0, -3222330859016, 0, 0, 0, 0, 0, -2171513893446, 0, 0, 0, 0, 0, -4930793769392, 0, 0, 0, 0, 0, 5581659901564, 0, 0, 0, 0, 0, -7680734694, 0, 0, 0, 0, 0, 1244801552368, 0, 0, 0, 0, 0, -1226335193910, 0, 0, 0, 0, 0, -2977813514104, 0, 0, 0, 0, 0, -849457777662, 0, 0, 0, 0, 0, -1046847428670, 0, 0, 0, 0, 0, 1527467509726, 0, 0, 0, 0, 0, -4637668401922, 0, 0, 0, 0, 0, 3918795630444, 0, 0, 0, 0, 0, 7733291441616, 0, 0, 0, 0, 0, 3206889649912, 0, 0, 0, 0, 0, -3272400206318, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• mf_twists_cc •

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

  
  
  • id: 34821040
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 161, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503737217319236, 'source_is_minimal': True, 'source_label': '324.9.c.b.161.5', 'source_level': 324, 'target_conrey_index': 161, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503737217319236, 'target_is_minimal': True, 'target_label': '324.9.c.b.161.5', 'target_level': 324, 'twist_class_label': '324.9.c.b.161.5', 'twist_class_level': 324, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 34821041
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 161, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503737217319236, 'source_is_minimal': True, 'source_label': '324.9.c.b.161.5', 'source_level': 324, 'target_conrey_index': 161, 'target_dim': 16, 'target_embedding_index': 12, 'target_hecke_orbit_code': 4503737217319236, 'target_is_minimal': True, 'target_label': '324.9.c.b.161.12', 'target_level': 324, 'twist_class_label': '324.9.c.b.161.5', 'twist_class_level': 324, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 34821042
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 161, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503737217319236, 'source_is_minimal': True, 'source_label': '324.9.c.b.161.5', 'source_level': 324, 'target_conrey_index': 53, 'target_dim': 32, 'target_embedding_index': 5, 'target_hecke_orbit_code': 31525609859449156, 'target_is_minimal': False, 'target_label': '324.9.g.h.53.5', 'target_level': 324, 'twist_class_label': '324.9.c.b.161.5', 'twist_class_level': 324, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 34821043
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 161, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503737217319236, 'source_is_minimal': True, 'source_label': '324.9.c.b.161.5', 'source_level': 324, 'target_conrey_index': 269, 'target_dim': 32, 'target_embedding_index': 5, 'target_hecke_orbit_code': 31525609859449156, 'target_is_minimal': False, 'target_label': '324.9.g.h.269.5', 'target_level': 324, 'twist_class_label': '324.9.c.b.161.5', 'twist_class_level': 324, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 9}
  • id: 34821044
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 161, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503737217319236, 'source_is_minimal': True, 'source_label': '324.9.c.b.161.5', 'source_level': 324, 'target_conrey_index': 269, 'target_dim': 32, 'target_embedding_index': 12, 'target_hecke_orbit_code': 31525609859449156, 'target_is_minimal': False, 'target_label': '324.9.g.h.269.12', 'target_level': 324, 'twist_class_label': '324.9.c.b.161.5', 'twist_class_level': 324, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 34821045
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 161, 'source_dim': 16, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503737217319236, 'source_is_minimal': True, 'source_label': '324.9.c.b.161.5', 'source_level': 324, 'target_conrey_index': 53, 'target_dim': 32, 'target_embedding_index': 12, 'target_hecke_orbit_code': 31525609859449156, 'target_is_minimal': False, 'target_label': '324.9.g.h.53.12', 'target_level': 324, 'twist_class_label': '324.9.c.b.161.5', 'twist_class_level': 324, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 711600
    {'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 4503737217319236, 'p': 2}
  • id: 711601
    {'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 4503737217319236, 'p': 3}
  • id: 711602
    {'charpoly_factorization': [[[260719196309234969536448071119995695737890625, 0, 8161863429857799892518980991656129250000, 0, 102344390163069097442992839864382500, 0, 671220753183235047668816818800, 0, 2509252308896937687136134, 0, 5438391700555136880, 0, 6616798095780, 0, 4104144, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 5}
  • id: 711603
    {'charpoly_factorization': [[[-5446847761715724974558144, 677911702016538236447648, -472466072102362865576, -265151831042995288, 192859907313220, 36577499672, -25005986, -1846, 1], 2]], 'hecke_orbit_code': 4503737217319236, 'p': 7}
  • id: 711604
    {'charpoly_factorization': [[[791314447245660806293125957795181673431278114660034291386322944, 0, 1288787720331011515480077630590290457707573191654447848448, 0, 151157383403841883560842328837947237015738464452672, 0, 5385643079963023507509895584406847490598464, 0, 70871673514427279087921768379761136, 0, 429240172188539081762808480, 0, 1294381379145574332, 0, 1866194244, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 11}
  • id: 711605
    {'charpoly_factorization': [[[2420104260633110787112475076127153, 1485943536977259957869346996542, -637842818028648654508212080, 15648409043918564908394, 2924493681204440494, -46524719211982, -3191353136, 25190, 1], 2]], 'hecke_orbit_code': 4503737217319236, 'p': 13}
  • id: 711606
    {'charpoly_factorization': [[[74507722109288333531791654137506741258571958554708398729677129742924894765961, 0, 956491418563804674852430525947623863097837334358740213230010045983400, 0, 1216193545644977233376167655229867263790542726192439736299036, 0, 632852053333284197012868593072049189720603681658008, 0, 167579456932203335095685553999951435181854, 0, 23889893781863642308504994870712, 0, 1807770419169753462156, 0, 68015760840, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 17}
  • id: 711607
    {'charpoly_factorization': [[[-11479810501859998611741658639202814473408, 763135071558951373715262451807308512, -8265313715477204423490847482248, -104581862501639656609844200, 1437702426562313293636, 5082734048402792, -70475022842, -92554, 1], 2]], 'hecke_orbit_code': 4503737217319236, 'p': 19}
  • id: 711608
    {'charpoly_factorization': [[[45698087239851783808434104831123129382133777999249910855220619991688000405244858896384, 0, 9930268360269533635274027888639032163959446262564254635953478381915375262720, 0, 883734672129030779602855373709568007697777487923513434170624007232, 0, 41535335715355399902801734948424370013526538267408393152, 0, 1109392449601440390527001936269886198523694064, 0, 16908626487867776859363795437858784, 0, 141280193990560926156156, 0, 597828798108, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 23}
  • id: 711609
    {'charpoly_factorization': [[[657301022038540204757854079571986833717865690972139485262364363162545016433684806714116729, 0, 234030767073151383340301225529758606808835378312404122827363452479987966301610584, 0, 22288281954763503343211009898183881163359487259981231496231110556407212, 0, 661189862418174173566825594110181210067982616006070730140904, 0, 3672920192205706228101106095196042265186021180526, 0, 8444457315718492797823712335806058056, 0, 9390785971805954769446460, 0, 4968122909112, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 29}
  • id: 711610
    {'charpoly_factorization': [[[189898433112134110721957873984895213592881270784, -167852874582812935943085780780536264043520, -2266284950840420025200966076446824640, 317986182215644567137612635648, 5563057347911837021858224, -368443922908062400, -4449687938756, 142784, 1], 2]], 'hecke_orbit_code': 4503737217319236, 'p': 31}
  • id: 711611
    {'charpoly_factorization': [[[-315741214411001313807126590911609502956426800524639, -824383724249591598467115808078161115853499118, -396038184287939783329222843345259722196, 321629708060868428195480245572278, 187701944294974789198783990, -39416722899456730282, -24794471678996, 1455026, 1], 2]], 'hecke_orbit_code': 4503737217319236, 'p': 37}
  • id: 711612
    {'charpoly_factorization': [[[372748533833924610100054540282676072885257487215270051988209288854458673097912245945522223676131584, 0, 4712641303409350809299005866022150006889141077027615996180805611770426278623992727828992, 0, 20689135980396328223343127795508092062678083045552486030810943954776056621824, 0, 37050557367049050734301652964089363234123005856486369742476368768, 0, 24044710482730838685479364138081781946790031057205472, 0, 6232813854917267938555313038871901131616, 0, 763059167822870124697680624, 0, 44519384321928, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 41}
  • id: 711613
    {'charpoly_factorization': [[[-714903523294267541137903695106730517522324717854912, -6758171809799667304741023189223175230767125344, -3688579171755327364988234406057180584072, 2238175639421420233874656890102152, 736031209760646687819377668, -185101018427410954504, -49458341277722, 4061426, 1], 2]], 'hecke_orbit_code': 4503737217319236, 'p': 43}
  • id: 711614
    {'charpoly_factorization': [[[93936923397263721681466920890978294929409425987094392013655190257838250166225741461581532042304159744, 0, 1002773866516099646843786643820968883337246369938243178737938038222254081054194576898916352, 0, 3413703121380677846957601610792825250029238134657098156208720487141342501572608, 0, 3977189539717954689260260462243034771613406748265795377861946396672, 0, 1427097285446228786549383344247454109633499282454840064, 0, 159402868833483988266728225369708845936128, 0, 7329928024062482304326483376, 0, 143894045164752, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 47}
  • id: 711615
    {'charpoly_factorization': [[[74106721147274116117921222546371182004499416998545007532118013624871685346238412232593879791844016290027776, 0, 563879454618065824384762094610073643327431750739218283949204092978620723188732689793202874331648, 0, 138999290445727092561882775996870264652040287566587917767411736544605837377250221824, 0, 12718602676455337657144740176568665848707808729636096539073976543914368, 0, 532109299768332326177519926632360481591175252773793890272, 0, 10649896401583476440735473205461169434909152, 0, 107336710604060599368848705712, 0, 526574048811048, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 53}
  • id: 711616
    {'charpoly_factorization': [[[5832050203248215578810500962204954949606670444142857003123232134334551973169636001894241959797380569104384, 0, 49380065539937163297648040339315818496458549147737681362741433938688205983987763718010889830400, 0, 21736300349613882604344594946180237858530872857859675611850352784392381490867998720, 0, 3425660374746913992782682056751735748875918395669669088772068782125056, 0, 228349785800182170354523403312275694819223192960626098944, 0, 6533573281626725430197661857742200957975040, 0, 86200520947696517197868153136, 0, 505304047536048, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 59}
  • id: 711617
    {'charpoly_factorization': [[[1250261233608256236720158050930792472929752819500633557, 1349707264066498415538348380702264532520978974962, -520297939026438764529895349100317301328640, -29258615809896007513095072366343858, 19373060663097163473727222978, -72306770011144549594, -242531148162920, 2850122, 1], 2]], 'hecke_orbit_code': 4503737217319236, 'p': 61}
  • id: 711618
    {'charpoly_factorization': [[[-15058975853839987287508754639489019579444313892836743104, -69402465218306055932804546091110654877781110625312, -12791944422882276271387105760498495065331816, 921597823678133894748983526764044472, 241017651363707233382752520068, -893123352631266809848, -1048982291703794, 3164270, 1], 2]], 'hecke_orbit_code': 4503737217319236, 'p': 67}
  • id: 711619
    {'charpoly_factorization': [[[1700183762602766842359218336990493262721869233907380192525157137710357785439604509993850459417074429461125402624, 0, 544841676414703266527071031995095003406540082729934822800394401075936777985205889881570277077963776, 0, 62897323577894100829091676474176915983054309298429894421850074573531729952191995300928, 0, 3246666253227748458119817157309032784549603114197072228630382481745496512, 0, 76418214992971035670926544023840919050207269445205450212336, 0, 758366468542167722478935719104927677717697120, 0, 2334162875430273379549671678588, 0, 2672009280826812, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 71}
  • id: 711620
    {'charpoly_factorization': [[[-918725758813877062219323399032596773357663025133144306471, 797252066793224349211391775586902872520770045861792, -48359066881484455094918167240597590135200948, -18561468405269232814205640090536436256, 1995107859860962315299011110798, -19036090627264310253856, -2469763246569956, 25864352, 1], 2]], 'hecke_orbit_code': 4503737217319236, 'p': 73}
  • id: 711621
    {'charpoly_factorization': [[[130288098011200740754486586853930662650616889505113811510336, 29717137741917310228294397024336454785872471280266784, 100869066942612603077590845981790038666703480, -151095511263323635479076288134456887656, -383364783763934531744487393980, 243050310141909495245624, -1845301106083610, -84301546, 1], 2]], 'hecke_orbit_code': 4503737217319236, 'p': 79}
  • id: 711622
    {'charpoly_factorization': [[[3120463173600879032335017150199560785949458331218709366924083139367825830524365873656186682946896315936795128439504896, 0, 8447524731395180486523341669666071720311891054039361374900107594766285578221124648741601589892827909718016, 0, 64649409547270109136250317130331066341984582312367154046928975403819145155490593545095741440, 0, 192223197273498173213166885462430878865605198861174152309014869567790341095424, 0, 282124216790817866468276189917459328659752441732475075577032704, 0, 213855423943615959869615717768699993341506299904, 0, 80845214883899477518222888501440, 0, 14563765087873776, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 83}
  • id: 711623
    {'charpoly_factorization': [[[73174937188656535860626621920158006409584598208855296055298995838739452686421894054931748726714210914377072881904488769, 0, 3730390630697075174596210488028531793245333147366714330755949783717659853552080562877912090918357947659264, 0, 45945164501532594727525378480462692470977647932478232843917799273526732912693556062966073444, 0, 224131596775658123425013649700582476834489546453794006815433596470543314042112, 0, 481364094262922189700425666287427394892449604589036310323314182, 0, 435572729947812407117121686964311469788755654656, 0, 165895978546947629970149774440932, 0, 22703003465359104, 0, 1], 1]], 'hecke_orbit_code': 4503737217319236, 'p': 89}
  • id: 711624
    {'charpoly_factorization': [[[-3329202812648828150162174572028676853222746108315978844762112, -3474534291006655412113653176383800234451929843006168064, -874903819084144548380183302149720214627757570240, 8253455767396372837291690132329623648000, 301921239447630401411055924499888, -1689374003859182083769152, -31518083443346372, 90875984, 1], 2]], 'hecke_orbit_code': 4503737217319236, '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': 2, 'label': '324.9.c.b', 'level': 324, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 21284461
    {'hecke_orbit_code': 4503737217319236, 'n': 1, 'trace_an': 16}
  • id: 21284462
    {'hecke_orbit_code': 4503737217319236, 'n': 2, 'trace_an': 0}
  • id: 21284463
    {'hecke_orbit_code': 4503737217319236, 'n': 3, 'trace_an': 0}
  • id: 21284464
    {'hecke_orbit_code': 4503737217319236, 'n': 4, 'trace_an': 0}
  • id: 21284465
    {'hecke_orbit_code': 4503737217319236, 'n': 5, 'trace_an': 0}
  • id: 21284466
    {'hecke_orbit_code': 4503737217319236, 'n': 6, 'trace_an': 0}
  • id: 21284467
    {'hecke_orbit_code': 4503737217319236, 'n': 7, 'trace_an': 3692}
  • id: 21284468
    {'hecke_orbit_code': 4503737217319236, 'n': 8, 'trace_an': 0}
  • id: 21284469
    {'hecke_orbit_code': 4503737217319236, 'n': 9, 'trace_an': 0}
  • id: 21284470
    {'hecke_orbit_code': 4503737217319236, 'n': 10, 'trace_an': 0}
  • id: 21284471
    {'hecke_orbit_code': 4503737217319236, 'n': 11, 'trace_an': 0}
  • id: 21284472
    {'hecke_orbit_code': 4503737217319236, 'n': 12, 'trace_an': 0}
  • id: 21284473
    {'hecke_orbit_code': 4503737217319236, 'n': 13, 'trace_an': -50380}
  • id: 21284474
    {'hecke_orbit_code': 4503737217319236, 'n': 14, 'trace_an': 0}
  • id: 21284475
    {'hecke_orbit_code': 4503737217319236, 'n': 15, 'trace_an': 0}
  • id: 21284476
    {'hecke_orbit_code': 4503737217319236, 'n': 16, 'trace_an': 0}
  • id: 21284477
    {'hecke_orbit_code': 4503737217319236, 'n': 17, 'trace_an': 0}
  • id: 21284478
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  • id: 21284479
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  • id: 21284480
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  • id: 21284481
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  • id: 21284482
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  • id: 21284483
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  • id: 21284484
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  • id: 21284485
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  • id: 21284486
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  • id: 21284487
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  • id: 21284488
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  • id: 21284489
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  • id: 21284490
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  • id: 21284491
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  • id: 21284492
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  • id: 21284493
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  • id: 21284494
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  • id: 21284495
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  • id: 21284496
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  • id: 21284497
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  • id: 21284498
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  • id: 21284499
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  • id: 21284500
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  • id: 21284501
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  • id: 21284502
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  • id: 21284503
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  • id: 21284504
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  • id: 21284505
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  • id: 21284507
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  • id: 21284508
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  • id: 21284509
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  • id: 21284510
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  • id: 21284511
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  • id: 21284512
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  • id: 21284513
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  • id: 21284514
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  • id: 21284515
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  • id: 21284516
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  • id: 21284517
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  • id: 21284518
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  • id: 21284519
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  • id: 21284520
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  • id: 21284521
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  • id: 21284522
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  • id: 21284523
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  • id: 21284524
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  • id: 21284525
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  • id: 21284526
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  • id: 21284527
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  • id: 21284528
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  • id: 21284529
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  • id: 21284530
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  • id: 21284531
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  • id: 21284532
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  • id: 21284533
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  • id: 21284539
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  • id: 21284540
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  • id: 21284541
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  • id: 21284545
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  • id: 21284546
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  • id: 21284547
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  • id: 21284548
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  • id: 21284549
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  • id: 21284550
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  • id: 21284551
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  • id: 21284552
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  • id: 21284553
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  • id: 21284554
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  • id: 21284555
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  • id: 21284557
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  • id: 21284558
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  • id: 21284561
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  • id: 21284562
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  • id: 21284563
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  • id: 21284564
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  • id: 21284566
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  • id: 21284568
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  • id: 21284569
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  • id: 21284570
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  • id: 21284571
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  • id: 21284572
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  • id: 21284573
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  • id: 21284574
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  • id: 21284575
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  • id: 21284576
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  • id: 21284577
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  • id: 21284578
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  • id: 21284579
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  • id: 21284580
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  • id: 21284581
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  • id: 21284582
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  • id: 21284583
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  • id: 21284584
    {'hecke_orbit_code': 4503737217319236, 'n': 197, 'trace_an': 0}
  • id: 21284585
    {'hecke_orbit_code': 4503737217319236, 'n': 199, 'trace_an': -3111499840}
  • id: 21284586
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  • id: 21284587
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  • id: 21284588
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  • id: 21284589
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  • id: 21284590
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  • id: 21284591
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  • id: 21284592
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  • id: 21284593
    {'hecke_orbit_code': 4503737217319236, 'n': 243, 'trace_an': 0}
  • id: 21284594
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  • id: 21284595
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  • id: 21284596
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  • id: 21284598
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  • id: 21284599
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  • id: 21284600
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  • id: 21284602
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  • id: 21284603
    {'hecke_orbit_code': 4503737217319236, 'n': 289, 'trace_an': -24419402624}
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  • id: 21284605
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  • id: 21284607
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  • id: 21284609
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  • id: 21284610
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  • id: 21284611
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  • id: 21284612
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  • id: 21284613
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  • id: 21284616
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  • id: 21284617
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  • id: 21284618
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  • id: 21284619
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  • id: 21284620
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  • id: 21284621
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  • id: 21284622
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  • id: 21284624
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  • id: 21284628
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  • id: 21284629
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  • id: 21284631
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  • id: 21284632
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  • id: 21284676
    {'hecke_orbit_code': 4503737217319236, 'n': 727, 'trace_an': -573023916244}
  • id: 21284677
    {'hecke_orbit_code': 4503737217319236, 'n': 729, 'trace_an': 0}
  • id: 21284678
    {'hecke_orbit_code': 4503737217319236, 'n': 733, 'trace_an': -719735800120}
  • id: 21284679
    {'hecke_orbit_code': 4503737217319236, 'n': 739, 'trace_an': -225277065040}
  • id: 21284680
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  • id: 21284681
    {'hecke_orbit_code': 4503737217319236, 'n': 751, 'trace_an': 294224323460}
  • id: 21284682
    {'hecke_orbit_code': 4503737217319236, 'n': 757, 'trace_an': -19038436720}
  • id: 21284683
    {'hecke_orbit_code': 4503737217319236, 'n': 761, 'trace_an': 0}
  • id: 21284684
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  • id: 21284685
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  • id: 21284686
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  • id: 21284687
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  • id: 21284688
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  • id: 21284689
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  • id: 21284690
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  • id: 21284691
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  • id: 21284692
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  • id: 21284693
    {'hecke_orbit_code': 4503737217319236, 'n': 829, 'trace_an': 1674123104912}
  • id: 21284694
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  • id: 21284695
    {'hecke_orbit_code': 4503737217319236, 'n': 841, 'trace_an': -1932303210848}
  • id: 21284696
    {'hecke_orbit_code': 4503737217319236, 'n': 853, 'trace_an': 1054109560208}
  • id: 21284697
    {'hecke_orbit_code': 4503737217319236, 'n': 857, 'trace_an': 0}
  • id: 21284698
    {'hecke_orbit_code': 4503737217319236, 'n': 859, 'trace_an': 2469775127216}
  • id: 21284699
    {'hecke_orbit_code': 4503737217319236, 'n': 863, 'trace_an': 0}
  • id: 21284700
    {'hecke_orbit_code': 4503737217319236, 'n': 877, 'trace_an': -544352387332}
  • id: 21284701
    {'hecke_orbit_code': 4503737217319236, 'n': 881, 'trace_an': 0}
  • id: 21284702
    {'hecke_orbit_code': 4503737217319236, 'n': 883, 'trace_an': 3847072762616}
  • id: 21284703
    {'hecke_orbit_code': 4503737217319236, 'n': 887, 'trace_an': 0}
  • id: 21284704
    {'hecke_orbit_code': 4503737217319236, 'n': 907, 'trace_an': 1387392481664}
  • id: 21284705
    {'hecke_orbit_code': 4503737217319236, 'n': 911, 'trace_an': 0}
  • id: 21284706
    {'hecke_orbit_code': 4503737217319236, 'n': 919, 'trace_an': -2533747737316}
  • id: 21284707
    {'hecke_orbit_code': 4503737217319236, 'n': 929, 'trace_an': 0}
  • id: 21284708
    {'hecke_orbit_code': 4503737217319236, 'n': 937, 'trace_an': 2573513561168}
  • id: 21284709
    {'hecke_orbit_code': 4503737217319236, 'n': 941, 'trace_an': 0}
  • id: 21284710
    {'hecke_orbit_code': 4503737217319236, 'n': 947, 'trace_an': 0}
  • id: 21284711
    {'hecke_orbit_code': 4503737217319236, 'n': 953, 'trace_an': 0}
  • id: 21284712
    {'hecke_orbit_code': 4503737217319236, 'n': 961, 'trace_an': 4193269697280}
  • id: 21284713
    {'hecke_orbit_code': 4503737217319236, 'n': 967, 'trace_an': 3566833743644}
  • id: 21284714
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  • id: 21284715
    {'hecke_orbit_code': 4503737217319236, 'n': 977, 'trace_an': 0}
  • id: 21284716
    {'hecke_orbit_code': 4503737217319236, 'n': 983, 'trace_an': 0}
  • id: 21284717
    {'hecke_orbit_code': 4503737217319236, 'n': 991, 'trace_an': 4097017374428}
  • id: 21284718
    {'hecke_orbit_code': 4503737217319236, 'n': 997, 'trace_an': -6712962839740}