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{'Nk2': 11200, 'analytic_conductor': 54.66737945972131, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [7, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [175, 1, [127, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 847656452081925037597019637329944900, 'field_disc_factorization': [[2, 2], [5, 2], [7, 1], [28979, 1], [41786734831721741241047440133, 1]], 'field_poly': [98712192, 18558112, -8960496, -269712, 140610, 1459, -706, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [30070080, -46914384, -4250608, 1226184, 85340, -9315, -566, 18, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797153181871, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2000, 'hecke_ring_index_factorization': [[2, 4], [5, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '175.8.a.i', 'level': 175, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '175.8.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2-\\beta _{1})q^{2}+(-7-\\beta _{2})q^{3}+(53+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '175.8.a', 'trace_display': [-18, -54, 0, -2744], 'trace_hash': 1518440747260013851, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.089', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.236', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.423', 'prec': 17}, {'__RealLiteral__': 0, 'data': '155.685', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5478.534', 'prec': 27}], 'trace_zratio': 0, 'traces': [8, -18, -54, 432, 0, -53, -2744, -3843, 12334, 0, -672, -37071, 9410, 6174, 0, 39152, 34626, -1861, -1876, 0, 18522, -57686, -2892, 115419, 0, -126624, 119664, -148176, 375306, 0, 401106, -782562, 57268, 115141, 0, 1043493, 510970, 176355, -229864, 0, 1725360, 18179, -2583780, 417810, 0, -3420221, 830988, -6605405, 941192, 0, 2465784, 6335102, -3081888, -504707, 0, 1318149, 699682, -84077, -503982, 0, 5355454, 10940010, -4230562, 12425931, 0, 23945921, 2025904, 3202389, 4197918, 0, 12457176, 6598620, 1059500, 10942191, 0, 15089099, 230496, -18142970, 10473540, 0, 17137732, 14606391, -18993798, 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-
mf_newspaces • Show schema
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{'ALdims': [17, 14, 17, 19], 'Nk2': 11200, 'analytic_conductor': 54.66737945972131, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [175, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 134, 'dim': 67, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217903, 'hecke_orbit_dims': [1, 2, 2, 3, 4, 5, 6, 6, 8, 8, 11, 11], 'label': '175.8.a', 'level': 175, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 146, 'mf_new_dim': 67, 'num_forms': 12, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 67, 'sturm_bound': 160, 'trace_bound': 2, 'trace_display': [7, 0, 0, -343], 'traces': [67, 7, 0, 4209, 0, -970, -343, 3207, 56387, 0, 2016, -29018, 12190, 9947, 0, 268841, 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mf_twists_cc • Show schema
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id: 46585437
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 36028797153181871, 'source_is_minimal': True, 'source_label': '175.8.a.i.1.6', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 6, 'target_hecke_orbit_code': 36028797153181871, 'target_is_minimal': True, 'target_label': '175.8.a.i.1.6', 'target_level': 175, 'twist_class_label': '175.8.a.i.1.6', 'twist_class_level': 175, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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id: 46585438
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 36028797153181871, 'source_is_minimal': True, 'source_label': '175.8.a.i.1.6', 'source_level': 175, 'target_conrey_index': 99, 'target_dim': 16, 'target_embedding_index': 11, 'target_hecke_orbit_code': 31525266245288111, 'target_is_minimal': False, 'target_label': '175.8.b.h.99.11', 'target_level': 175, 'twist_class_label': '175.8.a.i.1.6', 'twist_class_level': 175, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 8}
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id: 46585439
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 36028797153181871, 'source_is_minimal': True, 'source_label': '175.8.a.i.1.6', 'source_level': 175, 'target_conrey_index': 99, 'target_dim': 16, 'target_embedding_index': 6, 'target_hecke_orbit_code': 31525266245288111, 'target_is_minimal': False, 'target_label': '175.8.b.h.99.6', 'target_level': 175, 'twist_class_label': '175.8.a.i.1.6', 'twist_class_level': 175, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 8}
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id: 46585440
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 6, 'source_hecke_orbit_code': 36028797153181871, 'source_is_minimal': True, 'source_label': '175.8.a.i.1.6', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532396780552367, 'target_is_minimal': True, 'target_label': '175.8.a.j.1.3', 'target_level': 175, 'twist_class_label': '175.8.a.i.1.6', 'twist_class_level': 175, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 450650
{'charpoly_factorization': [[[30070080, -46914384, -4250608, 1226184, 85340, -9315, -566, 18, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 2}
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id: 450651
{'charpoly_factorization': [[[3612097105344, -818981676576, -20699088048, 2649882528, 48287260, -740322, -13457, 54, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 3}
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id: 450652
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 36028797153181871, 'p': 5}
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id: 450653
{'charpoly_factorization': [[[343, 1], 8]], 'hecke_orbit_code': 36028797153181871, 'p': 7}
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id: 450654
{'charpoly_factorization': [[[-42161025194691078409776352431, 80577668222517552914290824, -31279275026028467424684, -4024721678979995472, 3158999671017670, 5637133608, -102399852, 672, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 11}
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id: 450655
{'charpoly_factorization': [[[5416754100478920886086320256000, -256433788071070570989831936, -742875136257113469872000, -43588537432079184512, 21019795876186320, 1328882702120, -232981512, -9410, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 13}
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id: 450656
{'charpoly_factorization': [[[382196185580527653855565331693568, 586669977934663290908561405952, -99114683660875085660783104, -12332772086674595185536, 608645256494304240, 40612064367252, -1360887747, -34626, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 17}
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id: 450657
{'charpoly_factorization': [[[14450365009062803759485996879528000, -3484237623002410413767910755200, -593042761336645757415562800, 21197783261076519021120, 3298672584366205180, -27328662422376, -3919113345, 1876, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 19}
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id: 450658
{'charpoly_factorization': [[[-144667488133051571869150298409741430656, -11728310905474226801619861083204376, -205028703368036863491137916229, 4235947402066642059226788, 117737296138290052275, -396800039226552, -19251777807, 2892, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 23}
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id: 450659
{'charpoly_factorization': [[[-31235452175594750477494907509282422337500, 247090487511542857917667022044252500, 10707043535700184983353204295125, -107296102659163609103137650, -900886864357831709445, 12128731719223176, 3134149035, -375306, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 29}
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id: 450660
{'charpoly_factorization': [[[-166375006939863946475910597496392641945600, 7963766894013738815978654184572574720, 71172815975600273857070179041792, -1461018441825994874323659072, 449870456480550572320, 46030943500144080, -85555121700, -401106, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 31}
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id: 450661
{'charpoly_factorization': [[[-4453185419346264859379843688811184197515584, 170566708252621952165245612591648729312, -353903762149776381166703833125135, -9632560216828431710330201466, 26341754412342357416815, 137254815988927284, -303652720257, -510970, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 37}
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id: 450662
{'charpoly_factorization': [[[3319525338054555289409195768349821102804544, 651888727672245398150757995342451445920, 8247219221663794341979418422119600, -4017030392000145996668838912, -211398730825490496365660, 368694483338476218, 594460600405, -1725360, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 41}
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id: 450663
{'charpoly_factorization': [[[-351347753599858763528186165192256089245433600, -13117931743317538836449574607333544985024, -124939233074506677475011417030817485, -502518237359418855220587956772, -840002361264586943033885, 54323990180748000, 2092602207177, 2583780, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 43}
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id: 450664
{'charpoly_factorization': [[[-2620786911012459535175748361610505274466444544, 1263909141968639046345393114560204237568, 101011919885765851427848643681637248, -281826455305072329962261914176, -303593787932534860925120, 1801122781880488464, -1455306270328, -830988, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 47}
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id: 450665
{'charpoly_factorization': [[[-17603280832219911542567487729208606379016772608, -384211043959312710824504028240772233099264, 330625034282757456112875559652990144, 3082365020260053815564897818368, -1323504130349305376293520, -5531831900269526976, 38762619332, 3081888, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 53}
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id: 450666
{'charpoly_factorization': [[[-319362730857684881371413076217568479747112960000, 2648579755275530520583103229358599483264000, -3864524035156074803336710652062412800, -11107480246241293920049300123200, 18882042276352709163512480, 1107634006481267280, -8405917453844, 503982, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 59}
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id: 450667
{'charpoly_factorization': [[[404856883868333345735610225564490420672232263936, -2985255662681237400449825958333162852289408, 4317508366756986218928736205971754368, 5329127814895565702673342713248, -14723818936599097080857920, 4881548035549420552, 7139440286224, -5355454, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 61}
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id: 450668
{'charpoly_factorization': [[[89752668769820436845933249413397993809190277842113, 149700227366485625892466429819275671397039512, -229653899247623074944950487666780902876, -231005123486693874723318306201536, 167811576682558363955480150, 39980852710495373272, -25106437820732, -2025904, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 67}
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id: 450669
{'charpoly_factorization': [[[-8682463216571821873809018906491813051046245753773020, -3213578415465339041578495713162519634344478368, 5938027885049959962354398384262968354187, 257443390374759654990721174863648, -1380202076814803083775486345, 311814965246579171640, 20154539981049, -12457176, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 71}
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id: 450670
{'charpoly_factorization': [[[17198631311209055800675367838807289888119610537449664, 17877992887693577918706593145321750340253255648, -12737483443757332734797361772536039875280, -2092533127261675267640943532703232, 1582848442842417331862569900, 78090353106138784878, -69771926208699, -1059500, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 73}
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id: 450671
{'charpoly_factorization': [[[-26173676615368672198409847144024946457333655473337500, 5184347951464522129318104777947663510281715000, 28318919415195434675977672889166771744375, -12413357076981758859142586184175900, -977398104203476490982309745, 884142044664066559624, -57787805213195, -10473540, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 79}
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id: 450672
{'charpoly_factorization': [[[-10438140339098656190014113938628489555180351491703552, 28266870332153827484736678548652549747971064000, 19128840018201207183630633784400745206624, -2078221346306098445682319679593392, -2882781131137299362323393700, -291347294444008430394, 88910890717775, 18993798, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 83}
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id: 450673
{'charpoly_factorization': [[[-314344190263555218057615580365990045091119441429216000, 188078430859231229799596067782127157792365499200, 44160361589333544166881386181291608676000, -34418346600405888389828647811464080, -208443558977635827154410980, 1373922372226229431266, -63072927050195, -14400636, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 89}
-
id: 450674
{'charpoly_factorization': [[[-5611891632967395424654592659026661017979832937868204032, -1150268403748586679533693861330176429702103258880, 1012075771805159505008282779774252948502656, -53740213754292079059031623746426496, -31419608460821975015774154640, 4370813990974933645832, -12064825956560, -24116506, 1], 1]], 'hecke_orbit_code': 36028797153181871, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '175.8.a.i', 'level': 175, 'portrait': 'data:image/png;base64,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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 51828049
{'hecke_orbit_code': 36028797153181871, 'n': 1, 'trace_an': 8}
-
id: 51828050
{'hecke_orbit_code': 36028797153181871, 'n': 2, 'trace_an': -18}
-
id: 51828051
{'hecke_orbit_code': 36028797153181871, 'n': 3, 'trace_an': -54}
-
id: 51828052
{'hecke_orbit_code': 36028797153181871, 'n': 4, 'trace_an': 432}
-
id: 51828053
{'hecke_orbit_code': 36028797153181871, 'n': 5, 'trace_an': 0}
-
id: 51828054
{'hecke_orbit_code': 36028797153181871, 'n': 6, 'trace_an': -53}
-
id: 51828055
{'hecke_orbit_code': 36028797153181871, 'n': 7, 'trace_an': -2744}
-
id: 51828056
{'hecke_orbit_code': 36028797153181871, 'n': 8, 'trace_an': -3843}
-
id: 51828057
{'hecke_orbit_code': 36028797153181871, 'n': 9, 'trace_an': 12334}
-
id: 51828058
{'hecke_orbit_code': 36028797153181871, 'n': 10, 'trace_an': 0}
-
id: 51828059
{'hecke_orbit_code': 36028797153181871, 'n': 11, 'trace_an': -672}
-
id: 51828060
{'hecke_orbit_code': 36028797153181871, 'n': 12, 'trace_an': -37071}
-
id: 51828061
{'hecke_orbit_code': 36028797153181871, 'n': 13, 'trace_an': 9410}
-
id: 51828062
{'hecke_orbit_code': 36028797153181871, 'n': 14, 'trace_an': 6174}
-
id: 51828063
{'hecke_orbit_code': 36028797153181871, 'n': 15, 'trace_an': 0}
-
id: 51828064
{'hecke_orbit_code': 36028797153181871, 'n': 16, 'trace_an': 39152}
-
id: 51828065
{'hecke_orbit_code': 36028797153181871, 'n': 17, 'trace_an': 34626}
-
id: 51828066
{'hecke_orbit_code': 36028797153181871, 'n': 18, 'trace_an': -1861}
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id: 51828067
{'hecke_orbit_code': 36028797153181871, 'n': 19, 'trace_an': -1876}
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id: 51828068
{'hecke_orbit_code': 36028797153181871, 'n': 20, 'trace_an': 0}
-
id: 51828069
{'hecke_orbit_code': 36028797153181871, 'n': 21, 'trace_an': 18522}
-
id: 51828070
{'hecke_orbit_code': 36028797153181871, 'n': 22, 'trace_an': -57686}
-
id: 51828071
{'hecke_orbit_code': 36028797153181871, 'n': 23, 'trace_an': -2892}
-
id: 51828072
{'hecke_orbit_code': 36028797153181871, 'n': 24, 'trace_an': 115419}
-
id: 51828073
{'hecke_orbit_code': 36028797153181871, 'n': 25, 'trace_an': 0}
-
id: 51828074
{'hecke_orbit_code': 36028797153181871, 'n': 26, 'trace_an': -126624}
-
id: 51828075
{'hecke_orbit_code': 36028797153181871, 'n': 27, 'trace_an': 119664}
-
id: 51828076
{'hecke_orbit_code': 36028797153181871, 'n': 28, 'trace_an': -148176}
-
id: 51828077
{'hecke_orbit_code': 36028797153181871, 'n': 29, 'trace_an': 375306}
-
id: 51828078
{'hecke_orbit_code': 36028797153181871, 'n': 30, 'trace_an': 0}
-
id: 51828079
{'hecke_orbit_code': 36028797153181871, 'n': 31, 'trace_an': 401106}
-
id: 51828080
{'hecke_orbit_code': 36028797153181871, 'n': 32, 'trace_an': -782562}
-
id: 51828081
{'hecke_orbit_code': 36028797153181871, 'n': 33, 'trace_an': 57268}
-
id: 51828082
{'hecke_orbit_code': 36028797153181871, 'n': 34, 'trace_an': 115141}
-
id: 51828083
{'hecke_orbit_code': 36028797153181871, 'n': 35, 'trace_an': 0}
-
id: 51828084
{'hecke_orbit_code': 36028797153181871, 'n': 36, 'trace_an': 1043493}
-
id: 51828085
{'hecke_orbit_code': 36028797153181871, 'n': 37, 'trace_an': 510970}
-
id: 51828086
{'hecke_orbit_code': 36028797153181871, 'n': 38, 'trace_an': 176355}
-
id: 51828087
{'hecke_orbit_code': 36028797153181871, 'n': 39, 'trace_an': -229864}
-
id: 51828088
{'hecke_orbit_code': 36028797153181871, 'n': 40, 'trace_an': 0}
-
id: 51828089
{'hecke_orbit_code': 36028797153181871, 'n': 41, 'trace_an': 1725360}
-
id: 51828090
{'hecke_orbit_code': 36028797153181871, 'n': 42, 'trace_an': 18179}
-
id: 51828091
{'hecke_orbit_code': 36028797153181871, 'n': 43, 'trace_an': -2583780}
-
id: 51828092
{'hecke_orbit_code': 36028797153181871, 'n': 44, 'trace_an': 417810}
-
id: 51828093
{'hecke_orbit_code': 36028797153181871, 'n': 45, 'trace_an': 0}
-
id: 51828094
{'hecke_orbit_code': 36028797153181871, 'n': 46, 'trace_an': -3420221}
-
id: 51828095
{'hecke_orbit_code': 36028797153181871, 'n': 47, 'trace_an': 830988}
-
id: 51828096
{'hecke_orbit_code': 36028797153181871, 'n': 48, 'trace_an': -6605405}
-
id: 51828097
{'hecke_orbit_code': 36028797153181871, 'n': 49, 'trace_an': 941192}
-
id: 51828098
{'hecke_orbit_code': 36028797153181871, 'n': 50, 'trace_an': 0}
-
id: 51828099
{'hecke_orbit_code': 36028797153181871, 'n': 51, 'trace_an': 2465784}
-
id: 51828100
{'hecke_orbit_code': 36028797153181871, 'n': 52, 'trace_an': 6335102}
-
id: 51828101
{'hecke_orbit_code': 36028797153181871, 'n': 53, 'trace_an': -3081888}
-
id: 51828102
{'hecke_orbit_code': 36028797153181871, 'n': 54, 'trace_an': -504707}
-
id: 51828103
{'hecke_orbit_code': 36028797153181871, 'n': 55, 'trace_an': 0}
-
id: 51828104
{'hecke_orbit_code': 36028797153181871, 'n': 56, 'trace_an': 1318149}
-
id: 51828105
{'hecke_orbit_code': 36028797153181871, 'n': 57, 'trace_an': 699682}
-
id: 51828106
{'hecke_orbit_code': 36028797153181871, 'n': 58, 'trace_an': -84077}
-
id: 51828107
{'hecke_orbit_code': 36028797153181871, 'n': 59, 'trace_an': -503982}
-
id: 51828108
{'hecke_orbit_code': 36028797153181871, 'n': 60, 'trace_an': 0}
-
id: 51828109
{'hecke_orbit_code': 36028797153181871, 'n': 61, 'trace_an': 5355454}
-
id: 51828110
{'hecke_orbit_code': 36028797153181871, 'n': 62, 'trace_an': 10940010}
-
id: 51828111
{'hecke_orbit_code': 36028797153181871, 'n': 63, 'trace_an': -4230562}
-
id: 51828112
{'hecke_orbit_code': 36028797153181871, 'n': 64, 'trace_an': 12425931}
-
id: 51828113
{'hecke_orbit_code': 36028797153181871, 'n': 65, 'trace_an': 0}
-
id: 51828114
{'hecke_orbit_code': 36028797153181871, 'n': 66, 'trace_an': 23945921}
-
id: 51828115
{'hecke_orbit_code': 36028797153181871, 'n': 67, 'trace_an': 2025904}
-
id: 51828116
{'hecke_orbit_code': 36028797153181871, 'n': 68, 'trace_an': 3202389}
-
id: 51828117
{'hecke_orbit_code': 36028797153181871, 'n': 69, 'trace_an': 4197918}
-
id: 51828118
{'hecke_orbit_code': 36028797153181871, 'n': 70, 'trace_an': 0}
-
id: 51828119
{'hecke_orbit_code': 36028797153181871, 'n': 71, 'trace_an': 12457176}
-
id: 51828120
{'hecke_orbit_code': 36028797153181871, 'n': 72, 'trace_an': 6598620}
-
id: 51828121
{'hecke_orbit_code': 36028797153181871, 'n': 73, 'trace_an': 1059500}
-
id: 51828122
{'hecke_orbit_code': 36028797153181871, 'n': 74, 'trace_an': 10942191}
-
id: 51828123
{'hecke_orbit_code': 36028797153181871, 'n': 75, 'trace_an': 0}
-
id: 51828124
{'hecke_orbit_code': 36028797153181871, 'n': 76, 'trace_an': 15089099}
-
id: 51828125
{'hecke_orbit_code': 36028797153181871, 'n': 77, 'trace_an': 230496}
-
id: 51828126
{'hecke_orbit_code': 36028797153181871, 'n': 78, 'trace_an': -18142970}
-
id: 51828127
{'hecke_orbit_code': 36028797153181871, 'n': 79, 'trace_an': 10473540}
-
id: 51828128
{'hecke_orbit_code': 36028797153181871, 'n': 80, 'trace_an': 0}
-
id: 51828129
{'hecke_orbit_code': 36028797153181871, 'n': 81, 'trace_an': 17137732}
-
id: 51828130
{'hecke_orbit_code': 36028797153181871, 'n': 82, 'trace_an': 14606391}
-
id: 51828131
{'hecke_orbit_code': 36028797153181871, 'n': 83, 'trace_an': -18993798}
-
id: 51828132
{'hecke_orbit_code': 36028797153181871, 'n': 84, 'trace_an': 12715353}
-
id: 51828133
{'hecke_orbit_code': 36028797153181871, 'n': 85, 'trace_an': 0}
-
id: 51828134
{'hecke_orbit_code': 36028797153181871, 'n': 86, 'trace_an': 37213797}
-
id: 51828135
{'hecke_orbit_code': 36028797153181871, 'n': 87, 'trace_an': 18782326}
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