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{'Nk2': 12168, 'analytic_conductor': 54.20973109678745, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [13, 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': [338, 1, [171], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 849, 'field_disc_factorization': [[3, 1], [283, 1]], 'field_poly': [-212, -1, 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': [[3, [-192, -9, 1]], [5, [-578, 73, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237516114, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': False, 'label': '338.6.a.f', 'level': 338, '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, 13], 'level_radical': 26, 'minimal_twist': '26.6.a.c', 'nf_label': '2.2.849.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+(5-\\beta )q^{3}+2^{4}q^{4}+(-35+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '338.6.a', 'trace_display': [-8, 9, -73, -155], 'trace_hash': 2263215197008600821, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.960', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.195', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.761', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.940', 'prec': 17}, {'__RealLiteral__': 0, 'data': '70.094', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -8, 9, 32, -73, -36, -155, -128, -21, 292, 220, 144, 0, 620, 945, 512, -189, 84, 2496, -1168, 3123, -880, -3044, -576, 235, 0, 1539, -2480, 1900, -3780, -2798, -2048, -9198, 756, 17119, -336, -17805, -9984, 0, 4672, -11634, -12492, -4069, 3520, 12228, 12176, 25489, 2304, 12783, -940, -55611, 0, -4614, -6156, -38594, 9920, -14238, -7600, 23420, 15120, 96830, 11192, 36012, 8192, 0, 36792, -72440, -3024, 32148, -68476, 36679, 1344, -47152, 71220, -91908, 39936, -108742, 0, 52024, -18688, -78390, 46536, 37758, 49968, -157383, 16276, 120618, -14080, 105072, -48912, 0, -48704, -173052, -101956, -167514, -9216, -104392, -51132, -94002, 3760, -280366, 222444, 76016, 0, -161109, 18456, -232700, 24624, -240293, 154376, -155259, -39680, 313648, 56952, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'ALdims': [15, 17, 19, 14], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [7, 7, 7, 7], 'ALdims_old': [36, 39, 35, 38], 'Nk2': 12168, 'analytic_conductor': 54.20973109678745, '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': [338, 1, [171], [1]], 'conrey_index': 1, 'cusp_dim': 213, 'dim': 65, 'eis_dim': 28, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 100663634, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 3, 3, 4, 4, 6, 6, 6, 6, 9, 9], 'label': '338.6.a', 'level': 338, '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, 13], 'level_radical': 26, 'mf_dim': 241, 'mf_new_dim': 65, 'num_forms': 17, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 65, 'sturm_bound': 273, 'trace_bound': 3, 'trace_display': [4, -18, 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'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 260553
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '338.6.a.f', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '26.6.a.c', 'target_level': 26, 'twist_class_label': '26.6.a.c', 'twist_class_level': 26, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 260554
{'conductor': 52, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '338.6.a.f', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '208.6.a.g', 'target_level': 208, 'twist_class_label': '26.6.a.c', 'twist_class_level': 26, 'twisting_char_label': '52.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 260555
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '338.6.a.f', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '234.6.a.h', 'target_level': 234, 'twist_class_label': '26.6.a.c', 'twist_class_level': 26, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 260556
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '338.6.a.f', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '338.6.a.f', 'target_level': 338, 'twist_class_label': '26.6.a.c', 'twist_class_level': 26, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 260557
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '338.6.a.f', 'source_level': 338, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '338.6.b.b', 'target_level': 338, 'twist_class_label': '26.6.a.c', 'twist_class_level': 26, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 260558
{'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '338.6.a.f', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '650.6.a.b', 'target_level': 650, 'twist_class_label': '26.6.a.c', 'twist_class_level': 26, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 260559
{'conductor': 65, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '338.6.a.f', 'source_level': 338, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '650.6.b.h', 'target_level': 650, 'twist_class_label': '26.6.a.c', 'twist_class_level': 26, 'twisting_char_label': '65.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 260560
{'conductor': 104, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '338.6.a.f', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '832.6.a.k', 'target_level': 832, 'twist_class_label': '26.6.a.c', 'twist_class_level': 26, 'twisting_char_label': '104.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 260561
{'conductor': 104, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '338.6.a.f', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '832.6.a.m', 'target_level': 832, 'twist_class_label': '26.6.a.c', 'twist_class_level': 26, 'twisting_char_label': '104.h', 'twisting_char_orbit': 8, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 737275
{'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 22517998237516114, 'p': 2}
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id: 737276
{'charpoly_factorization': [[[-192, -9, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 3}
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id: 737277
{'charpoly_factorization': [[[-578, 73, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 5}
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id: 737278
{'charpoly_factorization': [[[-11186, 155, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 7}
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id: 737279
{'charpoly_factorization': [[[-110156, -220, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 11}
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id: 737280
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998237516114, 'p': 13}
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id: 737281
{'charpoly_factorization': [[[-3523122, 189, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 17}
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id: 737282
{'charpoly_factorization': [[[793404, -2496, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 19}
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id: 737283
{'charpoly_factorization': [[[-159200, 3044, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 23}
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id: 737284
{'charpoly_factorization': [[[-13890476, -1900, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 29}
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id: 737285
{'charpoly_factorization': [[[-28369928, 2798, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 31}
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id: 737286
{'charpoly_factorization': [[[72604926, 17805, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 37}
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id: 737287
{'charpoly_factorization': [[[-11466000, 11634, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 41}
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id: 737288
{'charpoly_factorization': [[[-6040532, 4069, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 43}
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id: 737289
{'charpoly_factorization': [[[127607974, -25489, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 47}
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id: 737290
{'charpoly_factorization': [[[-129839400, 4614, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 53}
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id: 737291
{'charpoly_factorization': [[[92989684, -23420, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 59}
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id: 737292
{'charpoly_factorization': [[[2309711776, -96830, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 61}
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id: 737293
{'charpoly_factorization': [[[1295720044, 72440, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 67}
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id: 737294
{'charpoly_factorization': [[[-1862988962, -36679, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 71}
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id: 737295
{'charpoly_factorization': [[[-1462893860, 47152, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 73}
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id: 737296
{'charpoly_factorization': [[[439936528, -52024, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 79}
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id: 737297
{'charpoly_factorization': [[[83472480, -37758, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 83}
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id: 737298
{'charpoly_factorization': [[[1072134396, -105072, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 89}
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id: 737299
{'charpoly_factorization': [[[-4229773940, 104392, 1], 1]], 'hecke_orbit_code': 22517998237516114, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '338.6.a.f', 'level': 338, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 43733557
{'hecke_orbit_code': 22517998237516114, 'n': 1, 'trace_an': 2}
-
id: 43733558
{'hecke_orbit_code': 22517998237516114, 'n': 2, 'trace_an': -8}
-
id: 43733559
{'hecke_orbit_code': 22517998237516114, 'n': 3, 'trace_an': 9}
-
id: 43733560
{'hecke_orbit_code': 22517998237516114, 'n': 4, 'trace_an': 32}
-
id: 43733561
{'hecke_orbit_code': 22517998237516114, 'n': 5, 'trace_an': -73}
-
id: 43733562
{'hecke_orbit_code': 22517998237516114, 'n': 6, 'trace_an': -36}
-
id: 43733563
{'hecke_orbit_code': 22517998237516114, 'n': 7, 'trace_an': -155}
-
id: 43733564
{'hecke_orbit_code': 22517998237516114, 'n': 8, 'trace_an': -128}
-
id: 43733565
{'hecke_orbit_code': 22517998237516114, 'n': 9, 'trace_an': -21}
-
id: 43733566
{'hecke_orbit_code': 22517998237516114, 'n': 10, 'trace_an': 292}
-
id: 43733567
{'hecke_orbit_code': 22517998237516114, 'n': 11, 'trace_an': 220}
-
id: 43733568
{'hecke_orbit_code': 22517998237516114, 'n': 12, 'trace_an': 144}
-
id: 43733569
{'hecke_orbit_code': 22517998237516114, 'n': 13, 'trace_an': 0}
-
id: 43733570
{'hecke_orbit_code': 22517998237516114, 'n': 14, 'trace_an': 620}
-
id: 43733571
{'hecke_orbit_code': 22517998237516114, 'n': 15, 'trace_an': 945}
-
id: 43733572
{'hecke_orbit_code': 22517998237516114, 'n': 16, 'trace_an': 512}
-
id: 43733573
{'hecke_orbit_code': 22517998237516114, 'n': 17, 'trace_an': -189}
-
id: 43733574
{'hecke_orbit_code': 22517998237516114, 'n': 18, 'trace_an': 84}
-
id: 43733575
{'hecke_orbit_code': 22517998237516114, 'n': 19, 'trace_an': 2496}
-
id: 43733576
{'hecke_orbit_code': 22517998237516114, 'n': 20, 'trace_an': -1168}
-
id: 43733577
{'hecke_orbit_code': 22517998237516114, 'n': 21, 'trace_an': 3123}
-
id: 43733578
{'hecke_orbit_code': 22517998237516114, 'n': 22, 'trace_an': -880}
-
id: 43733579
{'hecke_orbit_code': 22517998237516114, 'n': 23, 'trace_an': -3044}
-
id: 43733580
{'hecke_orbit_code': 22517998237516114, 'n': 24, 'trace_an': -576}
-
id: 43733581
{'hecke_orbit_code': 22517998237516114, 'n': 25, 'trace_an': 235}
-
id: 43733582
{'hecke_orbit_code': 22517998237516114, 'n': 26, 'trace_an': 0}
-
id: 43733583
{'hecke_orbit_code': 22517998237516114, 'n': 27, 'trace_an': 1539}
-
id: 43733584
{'hecke_orbit_code': 22517998237516114, 'n': 28, 'trace_an': -2480}
-
id: 43733585
{'hecke_orbit_code': 22517998237516114, 'n': 29, 'trace_an': 1900}
-
id: 43733586
{'hecke_orbit_code': 22517998237516114, 'n': 30, 'trace_an': -3780}
-
id: 43733587
{'hecke_orbit_code': 22517998237516114, 'n': 31, 'trace_an': -2798}
-
id: 43733588
{'hecke_orbit_code': 22517998237516114, 'n': 32, 'trace_an': -2048}
-
id: 43733589
{'hecke_orbit_code': 22517998237516114, 'n': 33, 'trace_an': -9198}
-
id: 43733590
{'hecke_orbit_code': 22517998237516114, 'n': 34, 'trace_an': 756}
-
id: 43733591
{'hecke_orbit_code': 22517998237516114, 'n': 35, 'trace_an': 17119}
-
id: 43733592
{'hecke_orbit_code': 22517998237516114, 'n': 36, 'trace_an': -336}
-
id: 43733593
{'hecke_orbit_code': 22517998237516114, 'n': 37, 'trace_an': -17805}
-
id: 43733594
{'hecke_orbit_code': 22517998237516114, 'n': 38, 'trace_an': -9984}
-
id: 43733595
{'hecke_orbit_code': 22517998237516114, 'n': 39, 'trace_an': 0}
-
id: 43733596
{'hecke_orbit_code': 22517998237516114, 'n': 40, 'trace_an': 4672}
-
id: 43733597
{'hecke_orbit_code': 22517998237516114, 'n': 41, 'trace_an': -11634}
-
id: 43733598
{'hecke_orbit_code': 22517998237516114, 'n': 42, 'trace_an': -12492}
-
id: 43733599
{'hecke_orbit_code': 22517998237516114, 'n': 43, 'trace_an': -4069}
-
id: 43733600
{'hecke_orbit_code': 22517998237516114, 'n': 44, 'trace_an': 3520}
-
id: 43733601
{'hecke_orbit_code': 22517998237516114, 'n': 45, 'trace_an': 12228}
-
id: 43733602
{'hecke_orbit_code': 22517998237516114, 'n': 46, 'trace_an': 12176}
-
id: 43733603
{'hecke_orbit_code': 22517998237516114, 'n': 47, 'trace_an': 25489}
-
id: 43733604
{'hecke_orbit_code': 22517998237516114, 'n': 48, 'trace_an': 2304}
-
id: 43733605
{'hecke_orbit_code': 22517998237516114, 'n': 49, 'trace_an': 12783}
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