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{'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 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': [384, 1, [127, 133, 257], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 8570493440, 'field_disc_factorization': [[2, 9], [5, 1], [167, 1], [20047, 1]], 'field_poly': [83625, -700, -620, 0, 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': [[5, [6160819200, 33072640, -179328, -336, 1]], [7, [1179914752144, 1091635168, -2616456, -680, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994544775552, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 294912, 'hecke_ring_index_factorization': [[2, 15], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '384.8.a.p', 'level': 384, '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': [2, 3], 'level_radical': 6, 'minimal_twist': '384.8.a.m', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}+(84-\\beta _{2})q^{5}+(170+\\beta _{3})q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '384.8.a', 'trace_display': [0, -108, 336, 680], 'trace_hash': 2246704737608329090, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.004', 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'ALdims': [15, 13, 13, 15], 'Nk2': 24576, 'analytic_conductor': 119.95584978590276, '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': [384, 1, [127, 133, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 432, 'dim': 56, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 134218112, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4], 'label': '384.8.a', 'level': 384, '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': [2, 3], 'level_radical': 6, 'mf_dim': 464, 'mf_new_dim': 56, 'num_forms': 20, 'plus_dim': 30, 'prim_orbit_index': 1, 'relative_dim': 56, 'sturm_bound': 512, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [56, 0, 0, 0, 0, 0, 0, 0, 40824, 0, 0, 0, 0, 0, 0, 0, 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mf_twists_cc • Show schema
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id: 47953633
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994544775552, 'source_is_minimal': True, 'source_label': '384.8.a.p.1.4', 'source_level': 384, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 67553994544775552, 'target_is_minimal': True, 'target_label': '384.8.a.p.1.4', 'target_level': 384, 'twist_class_label': '384.8.a.m.1.1', 'twist_class_level': 384, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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id: 47953634
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994544775552, 'source_is_minimal': True, 'source_label': '384.8.a.p.1.4', 'source_level': 384, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 85568393054257536, 'target_is_minimal': True, 'target_label': '384.8.a.t.1.4', 'target_level': 384, 'twist_class_label': '384.8.a.m.1.1', 'twist_class_level': 384, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
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id: 47953635
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994544775552, 'source_is_minimal': True, 'source_label': '384.8.a.p.1.4', 'source_level': 384, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043195662664064, 'target_is_minimal': True, 'target_label': '384.8.a.m.1.1', 'target_level': 384, 'twist_class_label': '384.8.a.m.1.1', 'twist_class_level': 384, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 8}
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id: 47953636
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 67553994544775552, 'source_is_minimal': True, 'source_label': '384.8.a.p.1.4', 'source_level': 384, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594172146048, 'target_is_minimal': True, 'target_label': '384.8.a.q.1.1', 'target_level': 384, 'twist_class_label': '384.8.a.m.1.1', 'twist_class_level': 384, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 808525
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 67553994544775552, 'p': 2}
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id: 808526
{'charpoly_factorization': [[[27, 1], 4]], 'hecke_orbit_code': 67553994544775552, 'p': 3}
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id: 808527
{'charpoly_factorization': [[[6160819200, 33072640, -179328, -336, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 5}
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id: 808528
{'charpoly_factorization': [[[1179914752144, 1091635168, -2616456, -680, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 7}
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id: 808529
{'charpoly_factorization': [[[616855133477120, -92451285760, -47418144, 3856, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 11}
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id: 808530
{'charpoly_factorization': [[[-1135121051964912, 1092466557728, -130456680, -10680, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 13}
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id: 808531
{'charpoly_factorization': [[[-85261472264688, 456617575456, -40749672, -26232, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 17}
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id: 808532
{'charpoly_factorization': [[[66184194227060736, 15442631512064, -1652181504, -15456, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 19}
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id: 808533
{'charpoly_factorization': [[[78506732047722752, -19501261404416, -1649434656, 11312, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 23}
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id: 808534
{'charpoly_factorization': [[[3510543429849657600, -892236262302720, -18595712736, 1856, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 29}
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id: 808535
{'charpoly_factorization': [[[286680710638234006416, 1414228573341792, -46853382216, -71752, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 31}
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id: 808536
{'charpoly_factorization': [[[11882607267350410520080, -45208903974156320, -367286474856, 180088, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 37}
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id: 808537
{'charpoly_factorization': [[[990981584678430214416, -5527704361317984, -94782752040, -11224, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 41}
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id: 808538
{'charpoly_factorization': [[[-1449911025867892912128, -38694299846713344, -240423117696, 66688, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 43}
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id: 808539
{'charpoly_factorization': [[[-31093237316455038613248, -242095834182836480, 161444890080, 1334448, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 47}
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id: 808540
{'charpoly_factorization': [[[9316466523019909161216, -75129531842036736, -1858173310944, 864576, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 53}
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id: 808541
{'charpoly_factorization': [[[3458323787948542645924096, -5922536324035566848, -5003969676960, 1878448, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 59}
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id: 808542
{'charpoly_factorization': [[[64761201542804061928976, -1369768940648072224, -3789284339304, 1901176, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 61}
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id: 808543
{'charpoly_factorization': [[[-14132189661887995720281856, -21045834946226912000, 1396391412576, 5505488, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 67}
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id: 808544
{'charpoly_factorization': [[[27083741550654483789633792, -11621312350171994880, -20031637873440, 967696, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 71}
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id: 808545
{'charpoly_factorization': [[[214839976657253127769274128, 60876432342660625312, -30431014778280, -3244760, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 73}
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id: 808546
{'charpoly_factorization': [[[-53040661445551344010175088, 33551667235350446432, 5100752087352, -6471816, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 79}
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id: 808547
{'charpoly_factorization': [[[84348538027140945532578048, 211920894359528696064, 99098563131360, 17019600, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 83}
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id: 808548
{'charpoly_factorization': [[[-39159154739237796670863344, 8127212659654219744, 34822069903896, -13559816, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 89}
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id: 808549
{'charpoly_factorization': [[[2596611361995313397356170000, -146057330891589700000, -169078534713000, -2180520, 1], 1]], 'hecke_orbit_code': 67553994544775552, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '384.8.a.p', 'level': 384, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 61152169
{'hecke_orbit_code': 67553994544775552, 'n': 1, 'trace_an': 4}
-
id: 61152170
{'hecke_orbit_code': 67553994544775552, 'n': 2, 'trace_an': 0}
-
id: 61152171
{'hecke_orbit_code': 67553994544775552, 'n': 3, 'trace_an': -108}
-
id: 61152172
{'hecke_orbit_code': 67553994544775552, 'n': 4, 'trace_an': 0}
-
id: 61152173
{'hecke_orbit_code': 67553994544775552, 'n': 5, 'trace_an': 336}
-
id: 61152174
{'hecke_orbit_code': 67553994544775552, 'n': 6, 'trace_an': 0}
-
id: 61152175
{'hecke_orbit_code': 67553994544775552, 'n': 7, 'trace_an': 680}
-
id: 61152176
{'hecke_orbit_code': 67553994544775552, 'n': 8, 'trace_an': 0}
-
id: 61152177
{'hecke_orbit_code': 67553994544775552, 'n': 9, 'trace_an': 2916}
-
id: 61152178
{'hecke_orbit_code': 67553994544775552, 'n': 10, 'trace_an': 0}
-
id: 61152179
{'hecke_orbit_code': 67553994544775552, 'n': 11, 'trace_an': -3856}
-
id: 61152180
{'hecke_orbit_code': 67553994544775552, 'n': 12, 'trace_an': 0}
-
id: 61152181
{'hecke_orbit_code': 67553994544775552, 'n': 13, 'trace_an': 10680}
-
id: 61152182
{'hecke_orbit_code': 67553994544775552, 'n': 14, 'trace_an': 0}
-
id: 61152183
{'hecke_orbit_code': 67553994544775552, 'n': 15, 'trace_an': -9072}
-
id: 61152184
{'hecke_orbit_code': 67553994544775552, 'n': 16, 'trace_an': 0}
-
id: 61152185
{'hecke_orbit_code': 67553994544775552, 'n': 17, 'trace_an': 26232}
-
id: 61152186
{'hecke_orbit_code': 67553994544775552, 'n': 18, 'trace_an': 0}
-
id: 61152187
{'hecke_orbit_code': 67553994544775552, 'n': 19, 'trace_an': 15456}
-
id: 61152188
{'hecke_orbit_code': 67553994544775552, 'n': 20, 'trace_an': 0}
-
id: 61152189
{'hecke_orbit_code': 67553994544775552, 'n': 21, 'trace_an': -18360}
-
id: 61152190
{'hecke_orbit_code': 67553994544775552, 'n': 22, 'trace_an': 0}
-
id: 61152191
{'hecke_orbit_code': 67553994544775552, 'n': 23, 'trace_an': -11312}
-
id: 61152192
{'hecke_orbit_code': 67553994544775552, 'n': 24, 'trace_an': 0}
-
id: 61152193
{'hecke_orbit_code': 67553994544775552, 'n': 25, 'trace_an': 159052}
-
id: 61152194
{'hecke_orbit_code': 67553994544775552, 'n': 26, 'trace_an': 0}
-
id: 61152195
{'hecke_orbit_code': 67553994544775552, 'n': 27, 'trace_an': -78732}
-
id: 61152196
{'hecke_orbit_code': 67553994544775552, 'n': 28, 'trace_an': 0}
-
id: 61152197
{'hecke_orbit_code': 67553994544775552, 'n': 29, 'trace_an': -1856}
-
id: 61152198
{'hecke_orbit_code': 67553994544775552, 'n': 30, 'trace_an': 0}
-
id: 61152199
{'hecke_orbit_code': 67553994544775552, 'n': 31, 'trace_an': 71752}
-
id: 61152200
{'hecke_orbit_code': 67553994544775552, 'n': 32, 'trace_an': 0}
-
id: 61152201
{'hecke_orbit_code': 67553994544775552, 'n': 33, 'trace_an': 104112}
-
id: 61152202
{'hecke_orbit_code': 67553994544775552, 'n': 34, 'trace_an': 0}
-
id: 61152203
{'hecke_orbit_code': 67553994544775552, 'n': 35, 'trace_an': 179040}
-
id: 61152204
{'hecke_orbit_code': 67553994544775552, 'n': 36, 'trace_an': 0}
-
id: 61152205
{'hecke_orbit_code': 67553994544775552, 'n': 37, 'trace_an': -180088}
-
id: 61152206
{'hecke_orbit_code': 67553994544775552, 'n': 38, 'trace_an': 0}
-
id: 61152207
{'hecke_orbit_code': 67553994544775552, 'n': 39, 'trace_an': -288360}
-
id: 61152208
{'hecke_orbit_code': 67553994544775552, 'n': 40, 'trace_an': 0}
-
id: 61152209
{'hecke_orbit_code': 67553994544775552, 'n': 41, 'trace_an': 11224}
-
id: 61152210
{'hecke_orbit_code': 67553994544775552, 'n': 42, 'trace_an': 0}
-
id: 61152211
{'hecke_orbit_code': 67553994544775552, 'n': 43, 'trace_an': -66688}
-
id: 61152212
{'hecke_orbit_code': 67553994544775552, 'n': 44, 'trace_an': 0}
-
id: 61152213
{'hecke_orbit_code': 67553994544775552, 'n': 45, 'trace_an': 244944}
-
id: 61152214
{'hecke_orbit_code': 67553994544775552, 'n': 46, 'trace_an': 0}
-
id: 61152215
{'hecke_orbit_code': 67553994544775552, 'n': 47, 'trace_an': -1334448}
-
id: 61152216
{'hecke_orbit_code': 67553994544775552, 'n': 48, 'trace_an': 0}
-
id: 61152217
{'hecke_orbit_code': 67553994544775552, 'n': 49, 'trace_an': 2401140}
-
id: 61152218
{'hecke_orbit_code': 67553994544775552, 'n': 50, 'trace_an': 0}
-
id: 61152219
{'hecke_orbit_code': 67553994544775552, 'n': 51, 'trace_an': -708264}
-
id: 61152220
{'hecke_orbit_code': 67553994544775552, 'n': 52, 'trace_an': 0}
-
id: 61152221
{'hecke_orbit_code': 67553994544775552, 'n': 53, 'trace_an': -864576}
-
id: 61152222
{'hecke_orbit_code': 67553994544775552, 'n': 54, 'trace_an': 0}
-
id: 61152223
{'hecke_orbit_code': 67553994544775552, 'n': 55, 'trace_an': -3304896}
-
id: 61152224
{'hecke_orbit_code': 67553994544775552, 'n': 56, 'trace_an': 0}
-
id: 61152225
{'hecke_orbit_code': 67553994544775552, 'n': 57, 'trace_an': -417312}
-
id: 61152226
{'hecke_orbit_code': 67553994544775552, 'n': 58, 'trace_an': 0}
-
id: 61152227
{'hecke_orbit_code': 67553994544775552, 'n': 59, 'trace_an': -1878448}
-
id: 61152228
{'hecke_orbit_code': 67553994544775552, 'n': 60, 'trace_an': 0}
-
id: 61152229
{'hecke_orbit_code': 67553994544775552, 'n': 61, 'trace_an': -1901176}
-
id: 61152230
{'hecke_orbit_code': 67553994544775552, 'n': 62, 'trace_an': 0}
-
id: 61152231
{'hecke_orbit_code': 67553994544775552, 'n': 63, 'trace_an': 495720}
-
id: 61152232
{'hecke_orbit_code': 67553994544775552, 'n': 64, 'trace_an': 0}
-
id: 61152233
{'hecke_orbit_code': 67553994544775552, 'n': 65, 'trace_an': 4366944}
-
id: 61152234
{'hecke_orbit_code': 67553994544775552, 'n': 66, 'trace_an': 0}
-
id: 61152235
{'hecke_orbit_code': 67553994544775552, 'n': 67, 'trace_an': -5505488}
-
id: 61152236
{'hecke_orbit_code': 67553994544775552, 'n': 68, 'trace_an': 0}
-
id: 61152237
{'hecke_orbit_code': 67553994544775552, 'n': 69, 'trace_an': 305424}
-
id: 61152238
{'hecke_orbit_code': 67553994544775552, 'n': 70, 'trace_an': 0}
-
id: 61152239
{'hecke_orbit_code': 67553994544775552, 'n': 71, 'trace_an': -967696}
-
id: 61152240
{'hecke_orbit_code': 67553994544775552, 'n': 72, 'trace_an': 0}
-
id: 61152241
{'hecke_orbit_code': 67553994544775552, 'n': 73, 'trace_an': 3244760}
-
id: 61152242
{'hecke_orbit_code': 67553994544775552, 'n': 74, 'trace_an': 0}
-
id: 61152243
{'hecke_orbit_code': 67553994544775552, 'n': 75, 'trace_an': -4294404}
-
id: 61152244
{'hecke_orbit_code': 67553994544775552, 'n': 76, 'trace_an': 0}
-
id: 61152245
{'hecke_orbit_code': 67553994544775552, 'n': 77, 'trace_an': -8979488}
-
id: 61152246
{'hecke_orbit_code': 67553994544775552, 'n': 78, 'trace_an': 0}
-
id: 61152247
{'hecke_orbit_code': 67553994544775552, 'n': 79, 'trace_an': 6471816}
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