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mf_newforms • Show schema
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{'Nk2': 1480, 'analytic_conductor': 2.9544648747873743, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 185, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 4, 'char_parity': 1, 'char_values': [370, 4, [297, 261], [3, 3]], 'cm_discs': [], 'conrey_index': 43, 'conrey_indexes': [43, 327], 'dim': 20, 'field_disc': 47170207938457656036976530728423522304, 'field_disc_factorization': [[2, 24], [3, 12], [37, 2], [4639, 2], [13400479, 2]], 'field_poly': [256, -5632, 61952, -61952, 28432, 24512, 76384, -44248, 13544, 4848, 13826, -7362, 2009, 278, 760, -394, 103, 4, 8, -4, 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': [[3, [256, 5632, 61952, 61952, 28432, -24512, 76384, 44248, 13544, -4848, 13826, 7362, 2009, -278, 760, 394, 103, -4, 8, 4, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014810859897202, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 64, 'hecke_ring_index_factorization': [[2, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 185, 6, 1, 4, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '370.2.g.e', 'level': 370, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 37], 'level_radical': 370, 'minimal_twist': '370.2.g.e', 'prim_orbit_index': 6, 'qexp_display': 'q-\\beta _{10}q^{2}-\\beta _{1}q^{3}-q^{4}-\\beta _{8}q^{5}+\\beta _{4}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '1.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '370.2.g', 'trace_display': [0, -4, 2, -2], 'trace_hash': 724426489374066817, 'trace_moments': [{'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
Hide schema
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-1.2367515838248209, 'hecke_orbit': 5, 'hecke_orbit_code': 18014810859897202, 'label': '370.2.g.e.43.8', 'level': 370, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 1480, 'analytic_conductor': 2.9544648747873743, 'char_conductor': 185, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 4, 'char_parity': 1, 'char_values': [370, 4, [297, 261], [3, 3]], 'conrey_index': 43, 'cusp_dim': 106, 'dim': 38, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 412350415218, 'hecke_orbit_dims': [2, 2, 4, 10, 20], 'label': '370.2.g', 'level': 370, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 37], 'level_radical': 370, 'mf_dim': 122, 'mf_new_dim': 38, 'num_forms': 5, 'prim_orbit_index': 6, 'relative_dim': 19, 'sturm_bound': 114, 'trace_bound': 3, 'trace_display': [0, -8, 4, 0], 'traces': [38, 0, -8, -38, 4, 0, 0, 0, 0, 2, 0, 8, 0, -4, 0, 38, 4, 10, -12, -4, 0, -16, 0, 0, -10, -8, 40, 0, -18, 0, -16, 0, 0, 0, 8, 0, -12, 0, 8, -2, 0, -56, 0, 0, -6, 0, -8, -8, 0, -8, 0, 0, -6, 0, -12, 4, 0, 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224, -232, -138, 354, 0, 248, 16, 90, -28, -48, -40, -48, -296, -24, 40, -8, -16, -192, -80, -280, -168, -160, 26], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 44349765
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 43, 'source_dim': 20, 'source_embedding_index': 8, 'source_hecke_orbit_code': 18014810859897202, 'source_is_minimal': True, 'source_label': '370.2.g.e.43.8', 'source_level': 370, 'target_conrey_index': 43, 'target_dim': 20, 'target_embedding_index': 8, 'target_hecke_orbit_code': 18014810859897202, 'target_is_minimal': True, 'target_label': '370.2.g.e.43.8', 'target_level': 370, 'twist_class_label': '370.2.g.e.43.8', 'twist_class_level': 370, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 44349766
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 43, 'source_dim': 20, 'source_embedding_index': 8, 'source_hecke_orbit_code': 18014810859897202, 'source_is_minimal': True, 'source_label': '370.2.g.e.43.8', 'source_level': 370, 'target_conrey_index': 117, 'target_dim': 20, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014879579373938, 'target_is_minimal': True, 'target_label': '370.2.h.e.117.3', 'target_level': 370, 'twist_class_label': '370.2.g.e.43.8', 'twist_class_level': 370, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 44349767
{'conductor': 37, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 43, 'source_dim': 20, 'source_embedding_index': 8, 'source_hecke_orbit_code': 18014810859897202, 'source_is_minimal': True, 'source_label': '370.2.g.e.43.8', 'source_level': 370, 'target_conrey_index': 253, 'target_dim': 20, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014879579373938, 'target_is_minimal': True, 'target_label': '370.2.h.e.253.3', 'target_level': 370, 'twist_class_label': '370.2.g.e.43.8', 'twist_class_level': 370, 'twisting_char_label': '37.31', 'twisting_conrey_index': 31, 'weight': 2}
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id: 44349768
{'conductor': 185, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 43, 'source_dim': 20, 'source_embedding_index': 8, 'source_hecke_orbit_code': 18014810859897202, 'source_is_minimal': True, 'source_label': '370.2.g.e.43.8', 'source_level': 370, 'target_conrey_index': 327, 'target_dim': 20, 'target_embedding_index': 8, 'target_hecke_orbit_code': 18014810859897202, 'target_is_minimal': True, 'target_label': '370.2.g.e.327.8', 'target_level': 370, 'twist_class_label': '370.2.g.e.43.8', 'twist_class_level': 370, 'twisting_char_label': '185.142', 'twisting_conrey_index': 142, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 789075
{'charpoly_factorization': [[[1, 0, 1], 10]], 'hecke_orbit_code': 18014810859897202, 'p': 2}
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id: 789076
{'charpoly_factorization': [[[256, 5632, 61952, 61952, 28432, -24512, 76384, 44248, 13544, -4848, 13826, 7362, 2009, -278, 760, 394, 103, -4, 8, 4, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 3}
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id: 789077
{'charpoly_factorization': [[[9765625, -3906250, 2734375, -625000, 375000, -68750, 112500, -54250, 20775, -3950, 2298, -790, 831, -434, 180, -22, 24, -8, 7, -2, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 5}
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id: 789078
{'charpoly_factorization': [[[5382400, -3637760, 1229312, 1962624, 11778624, -6218880, 1870752, 2399040, 5002176, -1792960, 442904, 379696, 169908, -5904, 2058, 1842, 813, 0, 2, 2, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 7}
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id: 789079
{'charpoly_factorization': [[[2130745600, 0, 3626288896, 0, 2486816096, 0, 916014116, 0, 202392569, 0, 28283876, 0, 2558072, 0, 149330, 0, 5432, 0, 112, 0, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 11}
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id: 789080
{'charpoly_factorization': [[[1067459584, 0, 5172087808, 0, 5823683712, 0, 2804561616, 0, 687522612, 0, 95361912, 0, 7862277, 0, 388038, 0, 11079, 0, 166, 0, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 13}
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id: 789081
{'charpoly_factorization': [[[-78784, 308192, -217200, -19528, 60652, -15264, -1390, 896, -57, -10, 1], 2]], 'hecke_orbit_code': 18014810859897202, 'p': 17}
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id: 789082
{'charpoly_factorization': [[[36191257600, -65454735360, 59190018048, 67804944896, 45401601536, -6667364352, 1321983104, 1095675520, 741580096, -122763008, 17689984, 7342976, 2563408, -308128, 43616, 15144, 3080, -128, 18, 6, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 19}
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id: 789083
{'charpoly_factorization': [[[530841600, 0, 19387662336, 0, 26394605568, 0, 12725413632, 0, 2936932740, 0, 361613484, 0, 25009965, 0, 983106, 0, 21343, 0, 234, 0, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 23}
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id: 789084
{'charpoly_factorization': [[[651474576, 3125362752, 7496756352, 6999318672, 3804990184, 1518057144, 1096935912, 842633364, 438476161, 139267218, 37437282, 13699140, 5897580, 1776426, 347292, 43146, 4828, 840, 162, 18, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 29}
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id: 789085
{'charpoly_factorization': [[[11580342544, 72564923840, 227353731200, -131903946664, 50910065528, 43890601504, 26739310482, -3487136522, 313303225, 148228426, 119599090, -16084752, 1090176, 118154, 168056, -25370, 1896, 16, 72, -12, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 31}
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id: 789086
{'charpoly_factorization': [[[4808584372417849, 0, 70249589078420, -9113460204768, -1526607213355, -499276490400, -44859917696, -2747418720, -285483046, 581366496, 8354392, 15712608, -208534, -54240, -23936, -7200, -595, -96, 20, 0, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 37}
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id: 789087
{'charpoly_factorization': [[[3430496665600, 0, 48342471806976, 0, 21964817089024, 0, 3885073610368, 0, 343867731145, 0, 16995731836, 0, 495661480, 0, 8645170, 0, 87568, 0, 468, 0, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 41}
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id: 789088
{'charpoly_factorization': [[[1965200244736, 0, 22795569201152, 0, 14974884491264, 0, 3565073700352, 0, 392676790928, 0, 21826413664, 0, 653734556, 0, 10989184, 0, 103373, 0, 506, 0, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 43}
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id: 789089
{'charpoly_factorization': [[[7191040000, 57419776000, 229245747200, 186603550720, 77400617216, 9419001856, 28857747968, 19000936576, 6260258560, 1454404992, 662975520, 334318368, 113496928, 24622528, 3516464, 326008, 21920, 1816, 242, 22, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 47}
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id: 789090
{'charpoly_factorization': [[[12096484000000, -19848528640000, 16284239667200, 12964286049280, 6414155068736, -1258818079360, 377994521600, 188794245760, 54636606400, -4526554848, 1282064160, 573426096, 127994116, -523120, 347432, 163588, 38429, 32, 8, 4, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 53}
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id: 789091
{'charpoly_factorization': [[[73279477516926976, -52075026826067968, 18503191553933312, -3422262471553024, 429003084906752, -74301449654272, 24389692712960, -4613942384512, 491831852032, -33311803008, 9845529120, -1922565792, 196368928, -4715680, 1250000, -252760, 25808, -160, 50, -10, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 59}
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id: 789092
{'charpoly_factorization': [[[778824091056400, -2021050221434720, 2622314874736928, -2098627967635680, 1128767967221640, -414923232487296, 103637438188176, -16797440912472, 1779521139681, -169528141762, 33079889282, -5571391472, 526235316, -17779734, 2440452, -447162, 43044, -492, 50, -10, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 61}
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id: 789093
{'charpoly_factorization': [[[1304646887050816, -1928304858712704, 1425044456489088, -569530482721184, 137560978369968, -20762293721984, 4743051658280, -1611043124560, 398356771740, -46926073416, 2627092642, -202782590, 113485981, -13316342, 503568, 55246, 14459, -1024, 32, 8, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 67}
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id: 789094
{'charpoly_factorization': [[[-147456, 97210368, 37988352, -2889216, -2312640, -49920, 44928, 1584, -352, -8, 1], 2]], 'hecke_orbit_code': 18014810859897202, 'p': 71}
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id: 789095
{'charpoly_factorization': [[[1814896322560000, 12402791255040000, 42379619431680000, -26408325131603200, 8153253450569744, -253736919037728, 11567450036768, -13164054589952, 6729134905432, -27674833040, -1062208016, -1292061088, 1391120209, 27815102, 452930, -195516, 67787, 1000, 18, -6, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 73}
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id: 789096
{'charpoly_factorization': [[[573388694327296, 523894612365312, 239336393951232, -143130501044992, 41577742434320, 3392313569280, 3608927146112, -2154640041656, 572574232648, -46690582256, 4532291074, -1574787502, 459687817, -43029046, 1506920, 94338, 24263, -2060, 72, 12, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 79}
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id: 789097
{'charpoly_factorization': [[[48004038771097600, -106812894978293760, 118833694265253888, -44384154333972480, 8596192490819840, -369938345490432, 61941732258816, -32016690381696, 8042041402624, 8200850304, 9507894048, -4859243232, 1214228512, 9167328, 702288, -290040, 61760, 384, 18, -6, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 83}
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id: 789098
{'charpoly_factorization': [[[236610798273433600, 294580485099397120, 183376377651863552, 49493748713500672, 5766473706772736, -534240185325056, 42279506283008, 22268933228800, 4298650082560, -688543913088, 42149940096, 1251139776, 1043000032, -195836960, 16784864, -640592, 67904, -10424, 968, -44, 1], 1]], 'hecke_orbit_code': 18014810859897202, 'p': 89}
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id: 789099
{'charpoly_factorization': [[[5820244992, 509174784, -459548928, -44361648, 11195532, 1226004, -82002, -11958, 7, 36, 1], 2]], 'hecke_orbit_code': 18014810859897202, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 7, 'hecke_orbit': 5, 'label': '370.2.g.e', 'level': 370, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
-
id: 159071000
{'hecke_orbit_code': 18014810859897202, 'n': 1, 'trace_an': 20}
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id: 159071001
{'hecke_orbit_code': 18014810859897202, 'n': 2, 'trace_an': 0}
-
id: 159071002
{'hecke_orbit_code': 18014810859897202, 'n': 3, 'trace_an': -4}
-
id: 159071003
{'hecke_orbit_code': 18014810859897202, 'n': 4, 'trace_an': -20}
-
id: 159071004
{'hecke_orbit_code': 18014810859897202, 'n': 5, 'trace_an': 2}
-
id: 159071005
{'hecke_orbit_code': 18014810859897202, 'n': 6, 'trace_an': -4}
-
id: 159071006
{'hecke_orbit_code': 18014810859897202, 'n': 7, 'trace_an': -2}
-
id: 159071007
{'hecke_orbit_code': 18014810859897202, 'n': 8, 'trace_an': 0}
-
id: 159071008
{'hecke_orbit_code': 18014810859897202, 'n': 9, 'trace_an': 0}
-
id: 159071009
{'hecke_orbit_code': 18014810859897202, 'n': 10, 'trace_an': 4}
-
id: 159071010
{'hecke_orbit_code': 18014810859897202, 'n': 11, 'trace_an': 0}
-
id: 159071011
{'hecke_orbit_code': 18014810859897202, 'n': 12, 'trace_an': 4}
-
id: 159071012
{'hecke_orbit_code': 18014810859897202, 'n': 13, 'trace_an': 0}
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id: 159071013
{'hecke_orbit_code': 18014810859897202, 'n': 14, 'trace_an': -2}
-
id: 159071014
{'hecke_orbit_code': 18014810859897202, 'n': 15, 'trace_an': 0}
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id: 159071015
{'hecke_orbit_code': 18014810859897202, 'n': 16, 'trace_an': 20}
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id: 159071016
{'hecke_orbit_code': 18014810859897202, 'n': 17, 'trace_an': 20}
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id: 159071017
{'hecke_orbit_code': 18014810859897202, 'n': 18, 'trace_an': 24}
-
id: 159071018
{'hecke_orbit_code': 18014810859897202, 'n': 19, 'trace_an': -6}
-
id: 159071019
{'hecke_orbit_code': 18014810859897202, 'n': 20, 'trace_an': -2}
-
id: 159071020
{'hecke_orbit_code': 18014810859897202, 'n': 21, 'trace_an': 0}
-
id: 159071021
{'hecke_orbit_code': 18014810859897202, 'n': 22, 'trace_an': -8}
-
id: 159071022
{'hecke_orbit_code': 18014810859897202, 'n': 23, 'trace_an': 0}
-
id: 159071023
{'hecke_orbit_code': 18014810859897202, 'n': 24, 'trace_an': 4}
-
id: 159071024
{'hecke_orbit_code': 18014810859897202, 'n': 25, 'trace_an': -10}
-
id: 159071025
{'hecke_orbit_code': 18014810859897202, 'n': 26, 'trace_an': 0}
-
id: 159071026
{'hecke_orbit_code': 18014810859897202, 'n': 27, 'trace_an': 20}
-
id: 159071027
{'hecke_orbit_code': 18014810859897202, 'n': 28, 'trace_an': 2}
-
id: 159071028
{'hecke_orbit_code': 18014810859897202, 'n': 29, 'trace_an': -18}
-
id: 159071029
{'hecke_orbit_code': 18014810859897202, 'n': 30, 'trace_an': -4}
-
id: 159071030
{'hecke_orbit_code': 18014810859897202, 'n': 31, 'trace_an': 12}
-
id: 159071031
{'hecke_orbit_code': 18014810859897202, 'n': 32, 'trace_an': 0}
-
id: 159071032
{'hecke_orbit_code': 18014810859897202, 'n': 33, 'trace_an': 4}
-
id: 159071033
{'hecke_orbit_code': 18014810859897202, 'n': 34, 'trace_an': 0}
-
id: 159071034
{'hecke_orbit_code': 18014810859897202, 'n': 35, 'trace_an': 12}
-
id: 159071035
{'hecke_orbit_code': 18014810859897202, 'n': 36, 'trace_an': 0}
-
id: 159071036
{'hecke_orbit_code': 18014810859897202, 'n': 37, 'trace_an': 0}
-
id: 159071037
{'hecke_orbit_code': 18014810859897202, 'n': 38, 'trace_an': -6}
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id: 159071038
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