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mf_newforms • Show schema
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{'Nk2': 1980, 'analytic_conductor': 3.952594900053379, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 5, 'char_parity': 1, 'char_values': [495, 5, [56, 397, 46], [5, 5, 4]], 'cm_discs': [], 'conrey_index': 91, 'conrey_indexes': [91, 136, 181, 361], 'dim': 16, 'field_disc': 129084992656000000000000, 'field_disc_factorization': [[2, 16], [5, 12], [89821, 2]], 'field_poly': [1, 4, 17, 70, 383, -430, 471, -172, 360, 26, 171, 32, 47, -8, 5, -2, 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, [1, 10, 147, 416, 507, 44, 111, 18, 252, 84, 113, -46, 61, -22, 10, -2, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31526090778345967, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 3, 1, 5, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '495.2.n.h', 'level': 495, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '495.2.n.g', 'prim_orbit_index': 3, 'qexp_display': 'q+(-1+\\beta _{1}-\\beta _{3}-\\beta _{5}+\\beta _{10}+\\beta _{14}+\\cdots)q^{2}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '495.2.n', 'trace_display': [2, 0, 4, -4], 'trace_hash': 303285199728422910, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.065', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.351', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.805', 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 1980, 'analytic_conductor': 3.952594900053379, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 5, 'char_parity': 1, 'char_values': [495, 5, [56, 397, 46], [5, 5, 4]], 'conrey_index': 91, 'cusp_dim': 256, 'dim': 80, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 893386752495, 'hecke_orbit_dims': [8, 8, 8, 8, 8, 8, 16, 16], 'label': '495.2.n', 'level': 495, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 320, 'mf_new_dim': 80, 'num_forms': 8, 'prim_orbit_index': 3, 'relative_dim': 20, 'sturm_bound': 144, 'trace_bound': 4, 'trace_display': [-2, 0, 0, -4], 'traces': [80, -2, 0, -24, 0, 0, -4, 14, 0, 8, 6, 0, 2, 0, 0, -16, 28, 0, 14, -4, 0, -62, 16, 0, -20, -20, 0, 22, -18, 0, -12, -84, 0, -16, 4, 0, 20, 42, 0, -6, 24, 0, 20, -12, 0, 18, 28, 0, 2, -2, 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242, 0, 70, 438, 0, 88, 504, 0, 436, 46, 0, -34, 48, 0, -236, 376, 0, 24], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 46370011
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 91, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31526090778345967, 'source_is_minimal': True, 'source_label': '495.2.n.h.91.1', 'source_level': 495, 'target_conrey_index': 91, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31526090778345967, 'target_is_minimal': True, 'target_label': '495.2.n.h.91.1', 'target_level': 495, 'twist_class_label': '495.2.n.g.91.4', 'twist_class_level': 495, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 46370012
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 91, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31526090778345967, 'source_is_minimal': True, 'source_label': '495.2.n.h.91.1', 'source_level': 495, 'target_conrey_index': 91, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27022491150975471, 'target_is_minimal': True, 'target_label': '495.2.n.g.91.4', 'target_level': 495, 'twist_class_label': '495.2.n.g.91.4', 'twist_class_level': 495, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 46370013
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 91, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31526090778345967, 'source_is_minimal': True, 'source_label': '495.2.n.h.91.1', 'source_level': 495, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 243194379911566661, 'target_is_minimal': False, 'target_label': '5445.2.a.cc.1.2', 'target_level': 5445, 'twist_class_label': '495.2.n.g.91.4', 'twist_class_level': 495, 'twisting_char_label': '11.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 46370014
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 91, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31526090778345967, 'source_is_minimal': True, 'source_label': '495.2.n.h.91.1', 'source_level': 495, 'target_conrey_index': 136, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31526090778345967, 'target_is_minimal': True, 'target_label': '495.2.n.h.136.1', 'target_level': 495, 'twist_class_label': '495.2.n.g.91.4', 'twist_class_level': 495, 'twisting_char_label': '11.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 46370015
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 91, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31526090778345967, 'source_is_minimal': True, 'source_label': '495.2.n.h.91.1', 'source_level': 495, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 234187180656825669, 'target_is_minimal': False, 'target_label': '5445.2.a.ca.1.7', 'target_level': 5445, 'twist_class_label': '495.2.n.g.91.4', 'twist_class_level': 495, 'twisting_char_label': '11.9', 'twisting_conrey_index': 9, 'weight': 2}
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id: 46370016
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 91, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31526090778345967, 'source_is_minimal': True, 'source_label': '495.2.n.h.91.1', 'source_level': 495, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 238690780284196165, 'target_is_minimal': False, 'target_label': '5445.2.a.cb.1.7', 'target_level': 5445, 'twist_class_label': '495.2.n.g.91.4', 'twist_class_level': 495, 'twisting_char_label': '33.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 46370017
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 91, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31526090778345967, 'source_is_minimal': True, 'source_label': '495.2.n.h.91.1', 'source_level': 495, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 247697979538937157, 'target_is_minimal': False, 'target_label': '5445.2.a.cd.1.2', 'target_level': 5445, 'twist_class_label': '495.2.n.g.91.4', 'twist_class_level': 495, 'twisting_char_label': '33.20', 'twisting_conrey_index': 20, 'weight': 2}
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id: 46370018
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 91, 'source_dim': 16, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31526090778345967, 'source_is_minimal': True, 'source_label': '495.2.n.h.91.1', 'source_level': 495, 'target_conrey_index': 136, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27022491150975471, 'target_is_minimal': True, 'target_label': '495.2.n.g.136.4', 'target_level': 495, 'twist_class_label': '495.2.n.g.91.4', 'twist_class_level': 495, 'twisting_char_label': '33.26', 'twisting_conrey_index': 26, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 965875
{'charpoly_factorization': [[[1, 10, 147, 416, 507, 44, 111, 18, 252, 84, 113, -46, 61, -22, 10, -2, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 2}
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id: 965876
{'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 31526090778345967, 'p': 3}
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id: 965877
{'charpoly_factorization': [[[1, -1, 1, -1, 1], 4]], 'hecke_orbit_code': 31526090778345967, 'p': 5}
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id: 965878
{'charpoly_factorization': [[[10201, -11716, 42770, -93918, 141613, -12940, 67089, 236, 11278, 2470, 1023, 56, 339, 68, 17, 4, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 7}
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id: 965879
{'charpoly_factorization': [[[214358881, 77948684, 8857805, -4831530, -3221020, -822558, -69817, 67540, 39185, 6140, -577, -618, -220, -30, 5, 4, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 11}
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id: 965880
{'charpoly_factorization': [[[1771561, -4187326, 19282197, -9306352, 8028471, -698808, 516503, -162496, 138174, 23204, 18817, -2222, 285, 72, 22, -2, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 13}
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id: 965881
{'charpoly_factorization': [[[17901361, 19885700, 25132150, 29222956, 43480689, -11075740, 6538046, -1341152, 627811, -52584, 33542, -52, 1325, -104, 26, -4, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 17}
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id: 965882
{'charpoly_factorization': [[[35153041, 55697026, 30042243, -29607732, 109056655, -80540488, 34790545, -6114572, 2963354, -412384, 64751, 184, 2941, 170, 82, 4, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 19}
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id: 965883
{'charpoly_factorization': [[[-1, -144, 2139, -3042, 1309, -46, -65, 4, 1], 2]], 'hecke_orbit_code': 31526090778345967, 'p': 23}
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id: 965884
{'charpoly_factorization': [[[3575881, 7582910, 34737783, 5121864, -7295667, -3409876, 13217257, -3724640, 2812424, -729336, 271317, -61422, 12793, -2332, 324, -26, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 29}
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id: 965885
{'charpoly_factorization': [[[532732561, -232148698, 861928051, -55894584, 415883995, -75969308, 56721005, -20139130, 5119880, -66838, -8463, 8328, 2595, -212, 23, 10, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 31}
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id: 965886
{'charpoly_factorization': [[[15099740161, -32785142324, 34844222737, -23499419304, 11331012975, -4198160720, 1263079891, -319523350, 69603096, -13170076, 2173163, -309060, 38079, -3976, 345, -22, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 37}
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id: 965887
{'charpoly_factorization': [[[7009547478025, -3408541733650, 1268271619940, -390587874660, 112367424641, -22539995470, 4196786057, -650757888, 93030264, -8643852, 1035637, -81556, 14605, -1328, 131, -6, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 41}
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id: 965888
{'charpoly_factorization': [[[-2417279, 230960, 588171, -163146, 1462, 3012, -172, -14, 1], 2]], 'hecke_orbit_code': 31526090778345967, 'p': 43}
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id: 965889
{'charpoly_factorization': [[[346921, 8402674, 482524928, 696940520, 609417097, 304759058, 108986459, 11871812, 3204788, -575426, 206219, 6396, 1885, -204, 173, -20, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 47}
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id: 965890
{'charpoly_factorization': [[[154209363025, -113127575600, 480485102535, 188678579310, 90024582606, 37894574890, 11993414307, 2211877732, 304597269, 28175348, 2317017, 198694, 21190, 1312, 131, 14, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 53}
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id: 965891
{'charpoly_factorization': [[[7826763961, -31640583974, 50875341559, -7206884342, 23281535617, -6721433890, 1232074643, -123881672, 24221454, -5330994, 1339291, -211154, 28999, -2886, 283, -16, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 59}
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id: 965892
{'charpoly_factorization': [[[213905325001, 373785216814, 511455808625, 379483580754, 174006451512, 52111822156, 10949075039, 1647981972, 197830815, 23969764, 4658079, 842900, 128108, 12650, 873, 38, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 61}
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id: 965893
{'charpoly_factorization': [[[-597971, 641474, -125028, -43982, 9702, 1238, -173, -10, 1], 2]], 'hecke_orbit_code': 31526090778345967, 'p': 67}
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id: 965894
{'charpoly_factorization': [[[81898970538025, -88060394525200, 89903665448335, -41442238296660, 12688050289111, -2722370918340, 435531417337, -51688617562, 4732563154, -340827008, 25001127, -2411564, 265165, -23292, 1441, -54, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 71}
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id: 965895
{'charpoly_factorization': [[[9273553653001, 9080676590414, 6195758698607, 2689813879378, 852991217576, 198752348572, 35382249093, 4878227924, 587193759, 62108674, 5389797, 310088, 22340, 1382, 47, -2, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 73}
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id: 965896
{'charpoly_factorization': [[[32898311847025, -45865106176100, 29793809632440, -10670996133940, 3023950506036, -832370672176, 191922480702, -9326792896, 2458571126, -73620152, 14857516, -148356, 56213, 948, 302, 12, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 79}
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id: 965897
{'charpoly_factorization': [[[1719577524548521, -980184080862360, 412575498858237, -103588090069398, 19454525419563, -2345915231342, 226771390063, -15394976940, 2991568514, -297421532, 27540273, -2560466, 231273, -12254, 611, -28, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 83}
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id: 965898
{'charpoly_factorization': [[[-5696725, -6461770, -2873896, -629456, -64783, -888, 438, 38, 1], 2]], 'hecke_orbit_code': 31526090778345967, 'p': 89}
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id: 965899
{'charpoly_factorization': [[[57744177883681, 14222697997776, 27638886070115, 19008150901302, 7016936587964, 1612371435030, 262417855317, 31190419902, 2908626391, 223335780, 16959189, 952230, 53280, 3732, 403, 18, 1], 1]], 'hecke_orbit_code': 31526090778345967, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 14, 'hecke_orbit': 8, 'label': '495.2.n.h', 'level': 495, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 194411000
{'hecke_orbit_code': 31526090778345967, 'n': 1, 'trace_an': 16}
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id: 194411001
{'hecke_orbit_code': 31526090778345967, 'n': 2, 'trace_an': 2}
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id: 194411002
{'hecke_orbit_code': 31526090778345967, 'n': 3, 'trace_an': 0}
-
id: 194411003
{'hecke_orbit_code': 31526090778345967, 'n': 4, 'trace_an': -8}
-
id: 194411004
{'hecke_orbit_code': 31526090778345967, 'n': 5, 'trace_an': 4}
-
id: 194411005
{'hecke_orbit_code': 31526090778345967, 'n': 6, 'trace_an': 0}
-
id: 194411006
{'hecke_orbit_code': 31526090778345967, 'n': 7, 'trace_an': -4}
-
id: 194411007
{'hecke_orbit_code': 31526090778345967, 'n': 8, 'trace_an': 6}
-
id: 194411008
{'hecke_orbit_code': 31526090778345967, 'n': 9, 'trace_an': 0}
-
id: 194411009
{'hecke_orbit_code': 31526090778345967, 'n': 10, 'trace_an': 8}
-
id: 194411010
{'hecke_orbit_code': 31526090778345967, 'n': 11, 'trace_an': -4}
-
id: 194411011
{'hecke_orbit_code': 31526090778345967, 'n': 12, 'trace_an': 0}
-
id: 194411012
{'hecke_orbit_code': 31526090778345967, 'n': 13, 'trace_an': 2}
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id: 194411013
{'hecke_orbit_code': 31526090778345967, 'n': 14, 'trace_an': 22}
-
id: 194411014
{'hecke_orbit_code': 31526090778345967, 'n': 15, 'trace_an': 0}
-
id: 194411015
{'hecke_orbit_code': 31526090778345967, 'n': 16, 'trace_an': 8}
-
id: 194411016
{'hecke_orbit_code': 31526090778345967, 'n': 17, 'trace_an': 4}
-
id: 194411017
{'hecke_orbit_code': 31526090778345967, 'n': 18, 'trace_an': 0}
-
id: 194411018
{'hecke_orbit_code': 31526090778345967, 'n': 19, 'trace_an': -4}
-
id: 194411019
{'hecke_orbit_code': 31526090778345967, 'n': 20, 'trace_an': -2}
-
id: 194411020
{'hecke_orbit_code': 31526090778345967, 'n': 21, 'trace_an': 0}
-
id: 194411021
{'hecke_orbit_code': 31526090778345967, 'n': 22, 'trace_an': -28}
-
id: 194411022
{'hecke_orbit_code': 31526090778345967, 'n': 23, 'trace_an': -8}
-
id: 194411023
{'hecke_orbit_code': 31526090778345967, 'n': 24, 'trace_an': 0}
-
id: 194411024
{'hecke_orbit_code': 31526090778345967, 'n': 25, 'trace_an': -4}
-
id: 194411025
{'hecke_orbit_code': 31526090778345967, 'n': 26, 'trace_an': -6}
-
id: 194411026
{'hecke_orbit_code': 31526090778345967, 'n': 27, 'trace_an': 0}
-
id: 194411027
{'hecke_orbit_code': 31526090778345967, 'n': 28, 'trace_an': -2}
-
id: 194411028
{'hecke_orbit_code': 31526090778345967, 'n': 29, 'trace_an': 26}
-
id: 194411029
{'hecke_orbit_code': 31526090778345967, 'n': 30, 'trace_an': 0}
-
id: 194411030
{'hecke_orbit_code': 31526090778345967, 'n': 31, 'trace_an': -10}
-
id: 194411031
{'hecke_orbit_code': 31526090778345967, 'n': 32, 'trace_an': -56}
-
id: 194411032
{'hecke_orbit_code': 31526090778345967, 'n': 33, 'trace_an': 0}
-
id: 194411033
{'hecke_orbit_code': 31526090778345967, 'n': 34, 'trace_an': -4}
-
id: 194411034
{'hecke_orbit_code': 31526090778345967, 'n': 35, 'trace_an': 4}
-
id: 194411035
{'hecke_orbit_code': 31526090778345967, 'n': 36, 'trace_an': 0}
-
id: 194411036
{'hecke_orbit_code': 31526090778345967, 'n': 37, 'trace_an': 22}
-
id: 194411037
{'hecke_orbit_code': 31526090778345967, 'n': 38, 'trace_an': 30}
-
id: 194411038
{'hecke_orbit_code': 31526090778345967, 'n': 39, 'trace_an': 0}
-
id: 194411039
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