Embedded newform data - 81.8.c.h.28.1

Formats: - HTML - YAML - JSON - 2025-07-08T10:48:28.323043

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 5184, 'analytic_conductor': 25.303187064213862, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 28, 'dim': 4, 'field_disc': 38025, 'field_disc_factorization': [[3, 2], [5, 2], [13, 2]], 'field_poly': [256, 16, 17, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [15876, 1134, 207, -9, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525334964764753, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 9, 'hecke_ring_index_factorization': [[3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '81.8.c.h', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.8.a.b', 'nf_label': '4.0.38025.4', 'prim_orbit_index': 3, 'qexp_display': 'q+(4\\beta _{1}+\\beta _{2})q^{2}+(-43+34\\beta _{1}+9\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.8.c', 'trace_display': [9, 0, 180, -700], 'trace_hash': 1953467583553935495, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.021', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.808', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.062', 'prec': 17}, {'__RealLiteral__': 0, 'data': '54.896', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1432.282', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [4, 9, 0, -77, 180, 0, -700, -3654, 0, 2790, 10890, 0, 5480, 29475, 0, 15967, -32832, 0, 32048, 12195, 0, -60705, 24372, 0, 138880, 470520, 0, 527750, -143280, 0, 38708, -439965, 0, 614088, -231300, 0, 911240, -275382, 0, -135765, 731880, 0, 1088840, -1049130, 0, 3298788, 1561500, 0, -967164, -519660, 0, 2106380, -5220936, 0, 2007000, -650475, 0, 720810, 1731960, 0, 620192, 8572302, 0, -2081678, -914400, 0, -346600, -5559624, 0, -3094425, 8484480, 0, -6290380, -4267710, 0, 2510486, 4864500, 0, -10110616, 3411090, 0, -4282380, 644202, 0, -101520, 2313270, 0, -9374715, -12042000, 0, -41744000, 14795802, 0, 3751290, 747180, 0, -4098670, -45559476, 0, -8798360, -1143900, 0, -5643640, 5313420, 0, -20123721, 16289100, 0, -22860568, 8754075, 0, 17671625, -16651800, 0, -5272920, 12401460, 0, 72777240, -56170800, 0, -20789708, -9572184, 0, 38497943, 52702200, 0, -13818520, -499653, 0, 24671700, -27765270, 0, 25665700, 2672100, 0, 97412112, 34179336, 0, -62594272, 27618525, 0, 87675480, 76525200, 0, -26094600, 43656345, 0, 39320630, 52275420, 0, 42000644, -63329868, 0, 338649750, -11707650, 0, -65868760, 106382232, 0, 41806395, -294210000, 0, -80672320, -20734470, 0, 29535831, -68164236, 0, -41150166, 113315760, 0, 45994220, 152548308, 0, 39131000, -92310615, 0, 12515850, 222429780, 0, -258946336, -239764500, 0, 53182458, 28369800, 0, -61866720, 73769220, 0, -46449540, -3924360, 0, -160283890, -287557785, 0, -203083314, -285291288, 0, -421343704, -132026580, 0, 243526275, -56992500, 0, -54999900, 11544840, 0, 280829960, 73351080, 0, -123652648, 175892553, 0, -295213005, 167139000, 0, -767249300, 226934802, 0, -76779675, 450351360, 0, -246554440, 506834550, 0, -447769260, -49326696, 0, 150511796, 169431750, 0, 127159830, -1039467600, 0, 237957840, 324033660, 0, 277479000, -298942740, 0, -179255788, -441933372, 0, -169818544, 123899760, 0, -206287040, 166126527, 0, 195428475, 942870240, 0, 388588680, -348492195, 0, 114424159, -127159344, 0, 409153000, 440433000, 0, 1122007770, -538659900, 0, -251695350, -26201250, 0, 12717650, 1108170720, 0, 380209256, 184716504, 0, -760996062, -751989600, 0, 509031920, -1370999448, 0, -40959450, 12885840, 0, 799116920, -780594840, 0, 1350956700, 465921000, 0, 1864294204, -107466750, 0, -399197485, 882373248, 0, -213066000, -1451581740, 0, -234370170, -1175377680, 0, -268080500, 584820477, 0, -31570306, 138759840, 0, -60094720, 1514194875, 0, 434083365, 353352420, 0, 1433898110, -199418040, 0, 1874437712, 1102521924, 0, 783201600, -197938305, 0, -1521670950, -1897642944, 0, 609430400, 379841580, 0, -934870230, -423498600, 0, -765713464, 534221766, 0, -4133455884, 25402500, 0, 262038860, 1339263747, 0, 510123960, 750487320, 0, 2841004600, -1348094790, 0, -1248070311, -93422250, 0, -773319724, 3934485000, 0, -4879600650, -159949800, 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-12082085100, 0, -6682920750, 2276184960, 0, -21669766120, -7098889401, 0, 941106150, -2693655900, 0, -14549062860, 11411612730, 0, 5778143892, -426422574, 0, -4574885924, 4038927300, 0, 737480270, 20482724016, 0, -10209585600, -1159216605, 0, 12074403960, 5123240460, 0, 5243632418, 21201853500, 0, 10694771162, 2125899720, 0, 1701832760, -2212529850, 0, 1103934600, -6963357600, 0, -17669211400, -7324465320, 0, 2780575875, 7243038216, 0, -8878296688, 7766669970, 0, 8318998980, -1457581500, 0, -8324703950, -12229615395, 0, -765643660, -37199329920, 0, -2467418824, 6252709176, 0, -1618515333, -1256634450, 0, 15917829360, 9553374900, 0, -1071549990, -5273231400, 0, -718133680, 13400828550, 0, 4094436816, -4279272768, 0, 21148628400, 15706760400, 0, -3499246540, 22137401268, 0, 1126979100, 6696919260, 0, 29750372100, 13819785390, 0, -16776222796, -278487162, 0, -2177780787, 4262648400, 0, -4292674560, -18464223006, 0, 44925750, -3648198240, 0, 19834515110, -51292421460, 0, 23942146782, 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119024863110, 24269911452, 0, -11216463390, 44173959120, 0, -1325209640, -49401781920, 0, -8887330504, 24045974415, 0, 114301989000, -13867368930, 0, 64860399560, 104808113316, 0, -40612304250], 'weight': 8, '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], [-0.33558344830650444, -0.5812475826460296], [0.0, 0.0], [0.2747674984454313, -0.4759112675760896], [0.11773027907441698, -0.20391482494615323], [0.0, 0.0], [0.4068378711301752, 0.7046638632406228], [-1.0399965950564887, 0.0], [0.0, 0.0], [-0.15803333208751982, 0.0], [0.5619374683638632, 0.9733042458828396], [0.0, 0.0], [-0.376653196830043, 0.6523824737428753], [0.27305611139108293, -0.47294705824654254], [0.0, 0.0], [0.07423814515064846, 0.1285842392605962], [-1.8093486078111336, 0.0], [0.0, 0.0], [0.7485175247310791, 0.0], [-0.06469690854512013, -0.11205833269278512], [0.0, 0.0], [0.3771538267323449, -0.6532495901694503], [-0.4410694859197558, 0.7639547592813026], [0.0, 0.0], [0.47227916277811977, 0.8180115052877956], [0.5055943144315775, 0.0], [0.0, 0.0], [0.44714329649321205, 0.0], [-0.26075968248345693, -0.45164901862687556], [0.0, 0.0], [-0.4541372577152392, 0.7865888039727955], [-0.4701721120371775, 0.814361986350358], [0.0, 0.0], 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0.22383280069265996], [-0.19119856495182827, 0.0], [0.0, 0.0], [-0.3752168732426803, 0.0], [0.001807789748974519, 0.0031311836946260538], [0.0, 0.0], [-0.0012446986797391877, 0.0021558813534221753], [-0.8497112954376683, 1.4717431354632102], [0.0, 0.0], [-0.3927412377506931, -0.6802477780116885], [-0.04372628376580395, 0.0], [0.0, 0.0], [0.16178140917016398, 0.0], [-0.14640979819264172, -0.25358920919556144], [0.0, 0.0], [-0.11502945624872574, 0.19923686258981427], [0.31666001073115296, -0.5484712273116629], [0.0, 0.0], [0.15493123618259907, 0.2683487727477152], [-1.4257421454053674, 0.0], [0.0, 0.0], [0.5364578236451215, 0.0], [-0.42704534722949206, -0.7396642385373733], [0.0, 0.0], [-0.06469527783576721, 0.11205550822133349], [-0.22305281762085397, 0.3863388128907136], [0.0, 0.0], [0.5092636225782945, 0.8820704687521869], [-0.5884874967554931, 0.0], [0.0, 0.0], [-0.4761799012254203, 0.0]], 'angles': [-0.13780005842242657, None, -0.39788575397827564, -0.01664903060645014, 0.011638591016920576, -0.4781292427952385, -0.4299429248216867, -0.18894859100440384, -0.4893670513079042, -0.12531984383484346, -0.49169288222956303, -0.1041044174196749, -0.29998848972996095, 0.06642310010426268, 0.08189942098294328, -0.3229299643062074, -0.43264735147481653, -0.0819990983014034, -0.4261440620409793, -0.2688986986362691, -0.3516461475869146, -0.13009181280357926, -0.05781805145935302, -0.30681624795987966, -0.4309471171617423, -0.009347763032079097, -0.44633352016855177, -0.12613003842386028, -0.3599067389042592, -0.4279215023156566, -0.21642219393495804, 0.2365896942838405, -0.10458713832699826, -0.4536960443052249, -0.3325813246208813, 0.024380886106961038, -0.4862591609870029, -0.31415349840463713, -0.36459580017091725, -0.01965332526755177, -0.08075474974735299, -0.24366311959168693, -0.4806216169392191, -0.4630440214568898, -0.3312332869247089, -0.44810228805601504, -0.3784406671598088, -0.1532582629117221, -0.0848693395963339, -0.4045618291945972, -0.43200424553513556, 0.26094620144599345, -0.09430180191379019, -0.24455285949907696, -0.4454657528585764, -0.1075014663625057, -0.09205078489957054, -0.19769340041861924, -0.007617578192700025, -0.07281611155690043, -0.3280448399515718, -0.32124594858059113, -0.2051088941639648, -0.4060913688625156, -0.010709747476745489, 0.02064541253574238, -0.15001602809945902, -0.24458795530441527, -0.4116889773352849, -0.44129175563045325, -0.0774886137322148, -0.20054787625529394, -0.04676597182322815, -0.43814452105689766, -0.3119028454237168, -0.34283443397628677, -0.09817735249613468, -0.2221863208481534, -0.22214954222654365, -0.47054187095026867, -0.3571414219502685, 0.04048494997649342, -0.33093047634347356, -0.19395690442145574, -0.48349594541031776, 0.021004891759637215, -0.13558318205786848, -0.0072957477901441845, -0.16102939425891205, -0.35542018034267636, -0.20138029597012108, -0.4985858164097406, -0.2504286847637614, -0.4358951606236093, -0.34443823211044755, -0.30705362143409876, -0.43081607543022366, -0.205983030594681, -0.33677062066053043, -0.33725809684296437, -0.4881019760408231, -0.21376483443937358, -0.4385464821264952, -0.07059047188492261, -0.40240996720088923, -0.33002194162646886, 0.011658145907385066, -0.10413495882536271, -0.4689745993352384, -0.10360110577231169, -0.49020946745718424, -0.2789180758691381, -0.4683460904475567, -0.1284466094931229, -0.18342707220842158, -0.1383451049330701, -0.2887605949387185, -0.176678938437249, -0.2330598380126766, 0.07481362070473399, -0.4945168555868379, 0.03419664532296359, -0.04008952048168924, -0.18959607835952086, -0.155235971690318, -0.2109841684392252, 0.01840642945175273, -0.1643622076783776, 0.11258074012333029, -0.3097296765179356, -0.23769378185023665, -0.4852856814146861, -0.32108081736893274, -0.21144714950127924, 0.18716997760890364, -0.45253101071631957, -0.2789958330592485, -0.34204167912324057, -0.3149894654683547, -0.30414148992302803, -0.22226160271435527, 0.014076807052962983, -0.4099037032340518, -0.2941132807582781, -0.22002682394719306, -0.03346136307295968, -0.09836426982972617, -0.48310594241228655, -0.3162295490374937, -0.19165932816963666, 0.18850176133682753, -0.16183658933525702, -0.2564006190867179, -0.3793671410729209, -0.05465604123784555, -0.06327077298452555, -0.10746212416055205, -0.09476551306667408, -0.304168697556529, -0.2960201798682364, 0.025644645999084944, -0.26865106881383694, -0.4810258346218883, -0.2652383698930324, 0.24494522821928386, -0.10671923891551593, -0.2067808224211416, 0.0017077568126416288], 'char_orbit_index': 3, 'conrey_index': 28, 'dual_conrey_index': 55, 'dual_embedding_index': 1, 'dual_embedding_m': 3, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -3.058047309050016, 'embedding_root_real': -1.7655644370746375, 'hecke_orbit': 8, 'hecke_orbit_code': 31525334964764753, 'label': '81.8.c.h.28.1', 'level': 81, 'weight': 8}
• mf_newspaces •

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

  
  {'Nk2': 5184, 'analytic_conductor': 25.303187064213862, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'conrey_index': 28, 'cusp_dim': 114, 'dim': 54, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137573171281, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 4, 4, 4, 8, 8, 12], 'label': '81.8.c', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 138, 'mf_new_dim': 58, 'num_forms': 11, 'prim_orbit_index': 3, 'relative_dim': 27, 'sturm_bound': 72, 'trace_bound': 4, 'trace_display': [0, 0, 0, 417], 'traces': [54, 0, 0, -1662, 0, 0, 417, 0, 0, -516, 0, 0, 9237, 0, 0, -98046, 0, 0, -115902, 0, 0, 70770, 0, 0, -431367, 0, 0, -278532, 0, 0, -338964, 0, 0, 798912, 0, 0, -241398, 0, 0, -1809474, 0, 0, -960900, 0, 0, 6614736, 0, 0, -2551596, 0, 0, 153612, 0, 0, -3499896, 0, 0, 859152, 0, 0, 2372007, 0, 0, -12191436, 0, 0, -4930557, 0, 0, -8046726, 0, 0, 8770302, 0, 0, 32988444, 0, 0, -21896817, 0, 0, -4532448, 0, 0, 2943126, 0, 0, 55892454, 0, 0, -64005306, 0, 0, -33005724, 0, 0, -12309297, 0, 0, 175340256, 0, 0, 21071937, 0, 0, 13863474, 0, 0, -81143928, 0, 0, 27141726, 0, 0, 73981164, 0, 0, -22384272, 0, 0, -29303403, 0, 0, -16491978, 0, 0, 119868480, 0, 0, -71053944, 0, 0, -172423875, 0, 0, -353894976, 0, 0, 19604829, 0, 0, 2462868, 0, 0, 239921484, 0, 0, 115584252, 0, 0, -99758337, 0, 0, -250560228, 0, 0, -254884308, 0, 0, -253980918, 0, 0, 179009766, 0, 0, -105060282, 0, 0, 88698684, 0, 0, 347608656, 0, 0, 497001519, 0, 0, 518127264, 0, 0, 298811682, 0, 0, -684882888, 0, 0, 132043428, 0, 0, -1422508128, 0, 0, -29523057, 0, 0, 341221620, 0, 0, 1439163054, 0, 0, 910254018, 0, 0, 223368024, 0, 0, 119069688, 0, 0, -563504595, 0, 0, -858683106, 0, 0, -1795720848, 0, 0, 1092839334, 0, 0, -178157112, 0, 0, 1783280904, 0, 0, 1355611980, 0, 0, 343843152, 0, 0, 431500272, 0, 0, -2876293620, 0, 0, -1842700083, 0, 0, -3867543648, 0, 0, -213030597, 0, 0, 2528714298, 0, 0, 1412125152, 0, 0, 3039117690, 0, 0, 459779667, 0, 0, 2745002796, 0, 0, -1972542132, 0, 0, -3828726036, 0, 0, -5988787974, 0, 0, -387891600, 0, 0, 2811710298, 0, 0, 7464080292, 0, 0, 312324528, 0, 0, 274212564, 0, 0, 5151816270, 0, 0, -4088207082, 0, 0, -2943401856, 0, 0, -12409588380, 0, 0, 1322385960, 0, 0, 6070038552, 0, 0, -1388637648, 0, 0, 2491462434, 0, 0, 652061451, 0, 0, 15677166096, 0, 0, -4492200084, 0, 0, -9137918292, 0, 0, -10738145970, 0, 0, 2062150968, 0, 0, 5206578033, 0, 0, 2566024944, 0, 0, 2671304619, 0, 0, -3174552900, 0, 0, 6716560818, 0, 0, -5028321858, 0, 0, -6713403315, 0, 0, -23306576508, 0, 0, 4825139724, 0, 0, 11234210634, 0, 0, 6694171704, 0, 0, 12803334504, 0, 0, 2370834273, 0, 0, 12948037968, 0, 0, -5392170555, 0, 0, -12572140404, 0, 0, -20736776430, 0, 0, -2099339844, 0, 0, 7995259380, 0, 0, 18685260324, 0, 0, 7652713644, 0, 0, 9513316746, 0, 0, 9137303640, 0, 0, -18683701476, 0, 0, -7804303620, 0, 0, -20675602560, 0, 0, -1214689911, 0, 0, 14776048764, 0, 0, 24113054832, 0, 0, 10216155732, 0, 0, 2034057261, 0, 0, -3999444012, 0, 0, -16886867505, 0, 0, -18975238224, 0, 0, -23858768448, 0, 0, 12180201828, 0, 0, 3515397708, 0, 0, 19812729456, 0, 0, 20425502466, 0, 0, -5574096402, 0, 0, 32347417632, 0, 0, -23076804444, 0, 0, -2036082048, 0, 0, -55282683120, 0, 0, 1478473149, 0, 0, -5588989920, 0, 0, -2173419906, 0, 0, 10684212456, 0, 0, 11084833185, 0, 0, 5535802824, 0, 0, -14781746325, 0, 0, -21201731400, 0, 0, -10633408074, 0, 0, -9592914636, 0, 0, 6805614906, 0, 0, 36044863140, 0, 0, 2390829420, 0, 0, 6757453044, 0, 0, -36022892520, 0, 0, -11662904118, 0, 0, -13248310431, 0, 0, -2553751704, 0, 0, 9095551032, 0, 0, 16393385328, 0, 0, 37996289946, 0, 0, 36802096140, 0, 0, -7320127659, 0, 0, 14326243056, 0, 0, 1270368360, 0, 0, 11864993292, 0, 0, -29419461162, 0, 0, -8198568036, 0, 0, -14035134435, 0, 0, -11578269696, 0, 0, -14955517563, 0, 0, 33420254940, 0, 0, 42733228008, 0, 0, -16293448968, 0, 0, -10441188618, 0, 0, 37996854696, 0, 0, -8353908789, 0, 0, 40684173060, 0, 0, -42747869934, 0, 0, -3102456612, 0, 0, -18926862408, 0, 0, -31738687752, 0, 0, 16221829668, 0, 0, 5681437380, 0, 0, -18450567144, 0, 0, 38078852628, 0, 0, -7278746712, 0, 0, 15868725372, 0, 0, -3596836263, 0, 0, -38725462284, 0, 0, 29815234542, 0, 0, 64269646014, 0, 0, 36219273699, 0, 0, -23307691368, 0, 0, 26808997941, 0, 0, -30825936324, 0, 0, -85158485262, 0, 0, -65214066282, 0, 0, 10973889636, 0, 0, 27707769636, 0, 0, -24317554992, 0, 0, -40960483524, 0, 0, 109532215392, 0, 0, -81785767548, 0, 0, -11439133980, 0, 0, -75655762968, 0, 0, -39317334801, 0, 0, -43214108430, 0, 0, -21726664392, 0, 0, 106404258432, 0, 0, 41067897987, 0, 0, 73719017580, 0, 0, 22143728505, 0, 0, 31591850334, 0, 0, 47491995948, 0, 0, -43064237040, 0, 0, -11698014084, 0, 0, -73475874732, 0, 0, 68284953360, 0, 0, 118797919620, 0, 0, 60286879350, 0, 0, -48436805616, 0, 0, -104213719275, 0, 0, -240506012448, 0, 0, -109193915940, 0, 0, 16208729712, 0, 0, 46484141250, 0, 0, 15429004476, 0, 0, 39617398416, 0, 0, 468901742772, 0, 0, -26143763478, 0, 0, -47057613408, 0, 0, -56210913216, 0, 0, -35330448294, 0, 0, -452930730, 0, 0, -348176493432, 0, 0, 78753802647, 0, 0, 69748495836, 0, 0, -58638781494, 0, 0, 8914020000, 0, 0, -66042642666, 0, 0, 96343060200, 0, 0, 24368319831, 0, 0, -44787086766, 0, 0, 15012391464, 0, 0, 163323834222, 0, 0, 171526736952, 0, 0, 197833493568, 0, 0, 79159959111, 0, 0, -262259696940, 0, 0, -164115274110, 0, 0, -129942339582, 0, 0, 66800748312, 0, 0, -263326202040, 0, 0, -25482443664, 0, 0, 72663241542, 0, 0, 255198170304, 0, 0, -156094548384, 0, 0, -62703750864, 0, 0, -136990033152, 0, 0, -66613578441, 0, 0, -53705504328, 0, 0, -159096094830, 0, 0, 174342065952, 0, 0, 177774657348, 0, 0, 433010119776, 0, 0, 128981246709, 0, 0, -50282931420, 0, 0, 49805919702, 0, 0, 114155723340, 0, 0, -49693536915, 0, 0, -140295099060, 0, 0, 58912380849, 0, 0, 126056589876, 0, 0, -202908383148, 0, 0, -98148657054, 0, 0, -213571235985, 0, 0, -154690876320, 0, 0, -188102172237, 0, 0, 138982324758, 0, 0, 131691323862, 0, 0, 64844615208, 0, 0, 78562703400, 0, 0, 758432131704, 0, 0, -123396944544, 0, 0, 180898685784, 0, 0, -131091715440, 0, 0, -129674745276, 0, 0, -59329899681, 0, 0, -728663411352, 0, 0, 36280426044, 0, 0, 41970005964, 0, 0, 117343550448, 0, 0, 10939751742, 0, 0, -138273201057, 0, 0, 98523175032, 0, 0, -41726608518, 0, 0, -140789337930, 0, 0, 64354815450, 0, 0, 220850191932, 0, 0, 187255636176, 0, 0, 101679573768, 0, 0, 60700942653, 0, 0, -281940867468, 0, 0, -260877997272, 0, 0, -147183832248, 0, 0, 113064646017, 0, 0, 325864111464, 0, 0, -12203582145, 0, 0, -126497869962, 0, 0, 165830533914, 0, 0, -208588716168, 0, 0, -135367540020, 0, 0, -36541571772, 0, 0, -159198524514, 0, 0, -208923182568, 0, 0, -110840460858, 0, 0, 141331234824, 0, 0, 62306906196, 0, 0, -180207937020], 'weight': 8, 'weight_parity': 1}
• mf_twists_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: 46246157
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525334964764753, 'source_is_minimal': False, 'source_label': '81.8.c.h.28.1', 'source_level': 81, 'target_conrey_index': 28, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334964764753, 'target_is_minimal': False, 'target_label': '81.8.c.h.28.1', 'target_level': 81, 'twist_class_label': '27.8.a.b.1.2', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 46246158
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525334964764753, 'source_is_minimal': False, 'source_label': '81.8.c.h.28.1', 'source_level': 81, 'target_conrey_index': 28, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510936455282769, 'target_is_minimal': False, 'target_label': '81.8.c.d.28.2', 'target_level': 81, 'twist_class_label': '27.8.a.b.1.2', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 46246159
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525334964764753, 'source_is_minimal': False, 'source_label': '81.8.c.h.28.1', 'source_level': 81, 'target_conrey_index': 55, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510936455282769, 'target_is_minimal': False, 'target_label': '81.8.c.d.55.2', 'target_level': 81, 'twist_class_label': '27.8.a.b.1.2', 'twist_class_level': 27, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 46246160
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525334964764753, 'source_is_minimal': False, 'source_label': '81.8.c.h.28.1', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599761588251, 'target_is_minimal': True, 'target_label': '27.8.a.b.1.2', 'target_level': 27, 'twist_class_label': '27.8.a.b.1.2', 'twist_class_level': 27, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 46246161
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525334964764753, 'source_is_minimal': False, 'source_label': '81.8.c.h.28.1', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398643699739, 'target_is_minimal': True, 'target_label': '27.8.a.e.1.1', 'target_level': 27, 'twist_class_label': '27.8.a.b.1.2', 'twist_class_level': 27, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 46246162
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525334964764753, 'source_is_minimal': False, 'source_label': '81.8.c.h.28.1', 'source_level': 81, 'target_conrey_index': 55, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334964764753, 'target_is_minimal': False, 'target_label': '81.8.c.h.55.1', 'target_level': 81, 'twist_class_label': '27.8.a.b.1.2', 'twist_class_level': 27, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 8}
  • id: 46246163
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525334964764753, 'source_is_minimal': False, 'source_label': '81.8.c.h.28.1', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594172146096, 'target_is_minimal': False, 'target_label': '432.8.a.q.1.1', 'target_level': 432, 'twist_class_label': '27.8.a.b.1.2', 'twist_class_level': 27, 'twisting_char_label': '36.23', 'twisting_conrey_index': 23, 'weight': 8}
  • id: 46246164
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525334964764753, 'source_is_minimal': False, 'source_label': '81.8.c.h.28.1', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396780552624, 'target_is_minimal': False, 'target_label': '432.8.a.j.1.2', 'target_level': 432, 'twist_class_label': '27.8.a.b.1.2', 'twist_class_level': 27, 'twisting_char_label': '36.31', 'twisting_conrey_index': 31, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 255350
    {'charpoly_factorization': [[[15876, 1134, 207, -9, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 2}
  • id: 255351
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 31525334964764753, 'p': 3}
  • id: 255352
    {'charpoly_factorization': [[[56475225, -1352700, 24885, -180, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 5}
  • id: 255353
    {'charpoly_factorization': [[[1128109515625, -743487500, 1552125, 700, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 7}
  • id: 255354
    {'charpoly_factorization': [[[865184866700625, -320318732250, 89178075, -10890, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 11}
  • id: 255355
    {'charpoly_factorization': [[[4666037510560000, 374330032000, 98338800, -5480, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 13}
  • id: 255356
    {'charpoly_factorization': [[[-741669696, 16416, 1], 2]], 'hecke_orbit_code': 31525334964764753, 'p': 17}
  • id: 255357
    {'charpoly_factorization': [[[-142216916, -16024, 1], 2]], 'hecke_orbit_code': 31525334964764753, 'p': 19}
  • id: 255358
    {'charpoly_factorization': [[[15241563020727269136, 95149371189168, 4498038828, -24372, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 23}
  • id: 255359
    {'charpoly_factorization': [[[26239013518889610000, 733937916168000, 15406755300, 143280, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 29}
  • id: 255360
    {'charpoly_factorization': [[[813871014094807759561, 1104278262087652, 30026733933, -38708, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 31}
  • id: 255361
    {'charpoly_factorization': [[[-16337003900, -455620, 1], 2]], 'hecke_orbit_code': 31525334964764753, 'p': 37}
  • id: 255362
    {'charpoly_factorization': [[[6959594659599062010000, -61056492590988000, 452224149300, -731880, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 41}
  • id: 255363
    {'charpoly_factorization': [[[43038087324321654010000, -225886641364316000, 978116315700, -1088840, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 43}
  • id: 255364
    {'charpoly_factorization': [[[168917673826253838531600, -641770181452710000, 2027286296460, -1561500, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 47}
  • id: 255365
    {'charpoly_factorization': [[[1583691044571, 2610468, 1], 2]], 'hecke_orbit_code': 31525334964764753, 'p': 53}
  • id: 255366
    {'charpoly_factorization': [[[419635075896957324960000, 1121950635256656000, 3647477905200, -1731960, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 59}
  • id: 255367
    {'charpoly_factorization': [[[308018919156414386176, -10884659710932992, 367087649088, -620192, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 61}
  • id: 255368
    {'charpoly_factorization': [[[246456324650256250000, 5441248271500000, 104432632500, 346600, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 67}
  • id: 255369
    {'charpoly_factorization': [[[-3541802241600, -4242240, 1], 2]], 'hecke_orbit_code': 31525334964764753, 'p': 71}
  • id: 255370
    {'charpoly_factorization': [[[-3239699519975, 3145190, 1], 2]], 'hecke_orbit_code': 31525334964764753, 'p': 73}
  • id: 255371
    {'charpoly_factorization': [[[369390253310213153696137216, 194321266458985636864, 83005027983552, 10110616, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 79}
  • id: 255372
    {'charpoly_factorization': [[[2871542643774224897188881, 1091640661370608518, 2109558887163, -644202, 1], 1]], 'hecke_orbit_code': 31525334964764753, 'p': 83}
  • id: 255373
    {'charpoly_factorization': [[[6381093451500, 6021000, 1], 2]], 'hecke_orbit_code': 31525334964764753, 'p': 89}
  • id: 255374
    {'charpoly_factorization': [[[24293476643730301708983150625, -638833656515967139250, 172662743370675, 4098670, 1], 1]], 'hecke_orbit_code': 31525334964764753, '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': 8, 'label': '81.8.c.h', 'level': 81, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49827001
    {'hecke_orbit_code': 31525334964764753, 'n': 1, 'trace_an': 4}
  • id: 49827002
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  • id: 49827003
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  • id: 49827004
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  • id: 49827005
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  • id: 49827006
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  • id: 49827007
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  • id: 49827008
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  • id: 49827009
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  • id: 49827010
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  • id: 49827011
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  • id: 49827012
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  • id: 49827013
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  • id: 49827014
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  • id: 49827015
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  • id: 49827016
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  • id: 49827017
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  • id: 49827018
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  • id: 49827019
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  • id: 49827020
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  • id: 49827021
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  • id: 49827022
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  • id: 49827023
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  • id: 49827024
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  • id: 49827025
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  • id: 49827026
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  • id: 49827027
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  • id: 49827028
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  • id: 49827029
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  • id: 49827030
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  • id: 49827031
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  • id: 49827032
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  • id: 49827033
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  • id: 49827034
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  • id: 49827035
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  • id: 49827036
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  • id: 49827037
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  • id: 49827038
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  • id: 49827039
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  • id: 49827040
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  • id: 49827041
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  • id: 49827042
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  • id: 49827043
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  • id: 49827044
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  • id: 49827045
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  • id: 49827046
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  • id: 49827047
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  • id: 49827048
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  • id: 49827049
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  • id: 49827050
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  • id: 49827051
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  • id: 49827052
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  • id: 49827053
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  • id: 49827055
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  • id: 49827056
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  • id: 49827058
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  • id: 49827061
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  • id: 49827062
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  • id: 49827063
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  • id: 49827064
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  • id: 49827065
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  • id: 49827066
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  • id: 49827067
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  • id: 49827068
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  • id: 49827070
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  • id: 49827071
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  • id: 49827072
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  • id: 49827073
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  • id: 49827074
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  • id: 49827075
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  • id: 49827076
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  • id: 49827077
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  • id: 49827079
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  • id: 49827080
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  • id: 49827081
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  • id: 49827082
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  • id: 49827083
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  • id: 49827084
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  • id: 49827085
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  • id: 49827086
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  • id: 49827087
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  • id: 49827088
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  • id: 49827089
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  • id: 49827091
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  • id: 49827092
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  • id: 49827094
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  • id: 49827095
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  • id: 49827096
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  • id: 49827097
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  • id: 49827099
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  • id: 49827100
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  • id: 49827101
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  • id: 49827102
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  • id: 49827103
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  • id: 49827104
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  • id: 49827105
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  • id: 49827106
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  • id: 49827107
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  • id: 49827108
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  • id: 49827109
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  • id: 49827110
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  • id: 49827111
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  • id: 49827112
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  • id: 49827113
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  • id: 49827114
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  • id: 49827115
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  • id: 49827116
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  • id: 49827117
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  • id: 49827118
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  • id: 49827119
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  • id: 49827120
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  • id: 49827121
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  • id: 49827130
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  • id: 49827134
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  • id: 49827136
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  • id: 49827140
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  • id: 49827194
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  • id: 49827195
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  • id: 49827196
    {'hecke_orbit_code': 31525334964764753, 'n': 601, 'trace_an': 5243632418}
  • id: 49827197
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  • id: 49827198
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  • id: 49827199
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  • id: 49827200
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  • id: 49827201
    {'hecke_orbit_code': 31525334964764753, 'n': 625, 'trace_an': -8324703950}
  • id: 49827202
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  • id: 49827203
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  • id: 49827204
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  • id: 49827205
    {'hecke_orbit_code': 31525334964764753, 'n': 647, 'trace_an': -4279272768}
  • id: 49827206
    {'hecke_orbit_code': 31525334964764753, 'n': 653, 'trace_an': 22137401268}
  • id: 49827207
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  • id: 49827208
    {'hecke_orbit_code': 31525334964764753, 'n': 661, 'trace_an': -16776222796}
  • id: 49827209
    {'hecke_orbit_code': 31525334964764753, 'n': 673, 'trace_an': 19834515110}
  • id: 49827210
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  • id: 49827211
    {'hecke_orbit_code': 31525334964764753, 'n': 683, 'trace_an': 32039779824}
  • id: 49827212
    {'hecke_orbit_code': 31525334964764753, 'n': 691, 'trace_an': -11115998512}
  • id: 49827213
    {'hecke_orbit_code': 31525334964764753, 'n': 701, 'trace_an': -15585342840}
  • id: 49827214
    {'hecke_orbit_code': 31525334964764753, 'n': 709, 'trace_an': 1140888728}
  • id: 49827215
    {'hecke_orbit_code': 31525334964764753, 'n': 719, 'trace_an': 15787679760}
  • id: 49827216
    {'hecke_orbit_code': 31525334964764753, 'n': 727, 'trace_an': 7446362420}
  • id: 49827217
    {'hecke_orbit_code': 31525334964764753, 'n': 729, 'trace_an': 0}
  • id: 49827218
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  • id: 49827219
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  • id: 49827220
    {'hecke_orbit_code': 31525334964764753, 'n': 743, 'trace_an': -22038370200}
  • id: 49827221
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  • id: 49827222
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  • id: 49827223
    {'hecke_orbit_code': 31525334964764753, 'n': 761, 'trace_an': -23866878240}
  • id: 49827224
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  • id: 49827225
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  • id: 49827226
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  • id: 49827227
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  • id: 49827228
    {'hecke_orbit_code': 31525334964764753, 'n': 809, 'trace_an': -8802840240}
  • id: 49827229
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  • id: 49827230
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  • id: 49827231
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  • id: 49827232
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  • id: 49827233
    {'hecke_orbit_code': 31525334964764753, 'n': 829, 'trace_an': -44003919736}
  • id: 49827234
    {'hecke_orbit_code': 31525334964764753, 'n': 839, 'trace_an': 2519844480}
  • id: 49827235
    {'hecke_orbit_code': 31525334964764753, 'n': 841, 'trace_an': 24215400418}
  • id: 49827236
    {'hecke_orbit_code': 31525334964764753, 'n': 853, 'trace_an': -37959171820}
  • id: 49827237
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  • id: 49827238
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  • id: 49827239
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  • id: 49827240
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  • id: 49827241
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  • id: 49827242
    {'hecke_orbit_code': 31525334964764753, 'n': 883, 'trace_an': 52673099120}
  • id: 49827243
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  • id: 49827244
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  • id: 49827245
    {'hecke_orbit_code': 31525334964764753, 'n': 911, 'trace_an': -11535994260}
  • id: 49827246
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  • id: 49827248
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  • id: 49827249
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  • id: 49827250
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  • id: 49827251
    {'hecke_orbit_code': 31525334964764753, 'n': 953, 'trace_an': 16442330400}
  • id: 49827252
    {'hecke_orbit_code': 31525334964764753, 'n': 961, 'trace_an': -3529930380}
  • id: 49827253
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  • id: 49827254
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  • id: 49827255
    {'hecke_orbit_code': 31525334964764753, 'n': 977, 'trace_an': -14395577400}
  • id: 49827256
    {'hecke_orbit_code': 31525334964764753, 'n': 983, 'trace_an': 24269911452}
  • id: 49827257
    {'hecke_orbit_code': 31525334964764753, 'n': 991, 'trace_an': -8887330504}
  • id: 49827258
    {'hecke_orbit_code': 31525334964764753, 'n': 997, 'trace_an': 64860399560}