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{'Nk2': 32400, 'analytic_conductor': 172.8772156259075, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [225, 1, [101, 127], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[2, [-78, 1]], [7, [-27760, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998338179297, 'hecke_ring_generator_nbound': 1, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '225.12.a.f', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '3.12.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+78q^{2}+4036q^{4}+27760q^{7}+155064q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '225.12.a', 'trace_display': [78, 0, 0, 27760], 'trace_hash': 849364828392385453, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.039', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.120', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
Hide schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1]], 27, 6], [[[3, 1], [5, 1]], 17, 5], [[[3, 1], [5, -1]], 17, 4], [[[3, -1], [5, 1]], 24, 11]], 'ALdims': [17, 17, 24, 27], 'Nk2': 32400, 'analytic_conductor': 172.8772156259075, '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': [225, 1, [101, 127], [1, 1]], 'conrey_index': 1, 'cusp_dim': 318, 'dim': 85, 'eis_dim': 24, 'eis_new_dim': 3, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 201326817, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '225.12.a', 'level': 225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 342, 'mf_new_dim': 88, 'num_forms': 26, 'plus_dim': 44, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 360, 'trace_bound': 7, 'trace_display': 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mf_twists_nf • Show schema
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id: 184245
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.12.a.a', 'target_level': 3, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 184246
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.12.a.a', 'target_level': 9, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 184247
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '48.12.a.f', 'target_level': 48, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 184248
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.12.a.a', 'target_level': 75, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 184249
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.12.b.a', 'target_level': 75, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 184250
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.12.c.a', 'target_level': 81, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 184251
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '81.12.c.e', 'target_level': 81, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 12}
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id: 184252
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '144.12.a.l', 'target_level': 144, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 184253
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '147.12.a.c', 'target_level': 147, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 12}
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id: 184254
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '192.12.a.g', 'target_level': 192, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '120.m', 'twisting_char_orbit': 13, 'weight': 12}
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id: 184255
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '192.12.a.q', 'target_level': 192, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '120.i', 'twisting_char_orbit': 9, 'weight': 12}
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id: 184256
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '225.12.a.f', 'target_level': 225, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 184257
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '225.12.a.f', 'source_level': 225, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '225.12.b.a', 'target_level': 225, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 544250
{'charpoly_factorization': [[[-78, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 2}
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id: 544251
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 3}
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id: 544252
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 5}
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id: 544253
{'charpoly_factorization': [[[-27760, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 7}
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id: 544254
{'charpoly_factorization': [[[637836, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 11}
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id: 544255
{'charpoly_factorization': [[[766214, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 13}
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id: 544256
{'charpoly_factorization': [[[-3084354, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 17}
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id: 544257
{'charpoly_factorization': [[[19511404, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 19}
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id: 544258
{'charpoly_factorization': [[[-15312360, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 23}
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id: 544259
{'charpoly_factorization': [[[10751262, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 29}
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id: 544260
{'charpoly_factorization': [[[50937400, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 31}
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id: 544261
{'charpoly_factorization': [[[664740830, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 37}
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id: 544262
{'charpoly_factorization': [[[898833450, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 41}
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id: 544263
{'charpoly_factorization': [[[-957947188, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 43}
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id: 544264
{'charpoly_factorization': [[[1555741344, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 47}
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id: 544265
{'charpoly_factorization': [[[-3792417030, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 53}
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id: 544266
{'charpoly_factorization': [[[555306924, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 59}
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id: 544267
{'charpoly_factorization': [[[-4950420998, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 61}
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id: 544268
{'charpoly_factorization': [[[5292399284, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 67}
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id: 544269
{'charpoly_factorization': [[[-14831086248, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 71}
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id: 544270
{'charpoly_factorization': [[[13971005210, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 73}
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id: 544271
{'charpoly_factorization': [[[-3720542360, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 79}
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id: 544272
{'charpoly_factorization': [[[-8768454036, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 83}
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id: 544273
{'charpoly_factorization': [[[-25472769174, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 89}
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id: 544274
{'charpoly_factorization': [[[-39092494846, 1], 1]], 'hecke_orbit_code': 22517998338179297, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '225.12.a.f', 'level': 225, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 170290000
{'hecke_orbit_code': 22517998338179297, 'n': 1, 'trace_an': 1}
-
id: 170290001
{'hecke_orbit_code': 22517998338179297, 'n': 2, 'trace_an': 78}
-
id: 170290002
{'hecke_orbit_code': 22517998338179297, 'n': 3, 'trace_an': 0}
-
id: 170290003
{'hecke_orbit_code': 22517998338179297, 'n': 4, 'trace_an': 4036}
-
id: 170290004
{'hecke_orbit_code': 22517998338179297, 'n': 5, 'trace_an': 0}
-
id: 170290005
{'hecke_orbit_code': 22517998338179297, 'n': 6, 'trace_an': 0}
-
id: 170290006
{'hecke_orbit_code': 22517998338179297, 'n': 7, 'trace_an': 27760}
-
id: 170290007
{'hecke_orbit_code': 22517998338179297, 'n': 8, 'trace_an': 155064}
-
id: 170290008
{'hecke_orbit_code': 22517998338179297, 'n': 9, 'trace_an': 0}
-
id: 170290009
{'hecke_orbit_code': 22517998338179297, 'n': 10, 'trace_an': 0}
-
id: 170290010
{'hecke_orbit_code': 22517998338179297, 'n': 11, 'trace_an': -637836}
-
id: 170290011
{'hecke_orbit_code': 22517998338179297, 'n': 12, 'trace_an': 0}
-
id: 170290012
{'hecke_orbit_code': 22517998338179297, 'n': 13, 'trace_an': -766214}
-
id: 170290013
{'hecke_orbit_code': 22517998338179297, 'n': 14, 'trace_an': 2165280}
-
id: 170290014
{'hecke_orbit_code': 22517998338179297, 'n': 15, 'trace_an': 0}
-
id: 170290015
{'hecke_orbit_code': 22517998338179297, 'n': 16, 'trace_an': 3829264}
-
id: 170290016
{'hecke_orbit_code': 22517998338179297, 'n': 17, 'trace_an': 3084354}
-
id: 170290017
{'hecke_orbit_code': 22517998338179297, 'n': 18, 'trace_an': 0}
-
id: 170290018
{'hecke_orbit_code': 22517998338179297, 'n': 19, 'trace_an': -19511404}
-
id: 170290019
{'hecke_orbit_code': 22517998338179297, 'n': 20, 'trace_an': 0}
-
id: 170290020
{'hecke_orbit_code': 22517998338179297, 'n': 21, 'trace_an': 0}
-
id: 170290021
{'hecke_orbit_code': 22517998338179297, 'n': 22, 'trace_an': -49751208}
-
id: 170290022
{'hecke_orbit_code': 22517998338179297, 'n': 23, 'trace_an': 15312360}
-
id: 170290023
{'hecke_orbit_code': 22517998338179297, 'n': 24, 'trace_an': 0}
-
id: 170290024
{'hecke_orbit_code': 22517998338179297, 'n': 25, 'trace_an': 0}
-
id: 170290025
{'hecke_orbit_code': 22517998338179297, 'n': 26, 'trace_an': -59764692}
-
id: 170290026
{'hecke_orbit_code': 22517998338179297, 'n': 27, 'trace_an': 0}
-
id: 170290027
{'hecke_orbit_code': 22517998338179297, 'n': 28, 'trace_an': 112039360}
-
id: 170290028
{'hecke_orbit_code': 22517998338179297, 'n': 29, 'trace_an': -10751262}
-
id: 170290029
{'hecke_orbit_code': 22517998338179297, 'n': 30, 'trace_an': 0}
-
id: 170290030
{'hecke_orbit_code': 22517998338179297, 'n': 31, 'trace_an': -50937400}
-
id: 170290031
{'hecke_orbit_code': 22517998338179297, 'n': 32, 'trace_an': -18888480}
-
id: 170290032
{'hecke_orbit_code': 22517998338179297, 'n': 33, 'trace_an': 0}
-
id: 170290033
{'hecke_orbit_code': 22517998338179297, 'n': 34, 'trace_an': 240579612}
-
id: 170290034
{'hecke_orbit_code': 22517998338179297, 'n': 35, 'trace_an': 0}
-
id: 170290035
{'hecke_orbit_code': 22517998338179297, 'n': 36, 'trace_an': 0}
-
id: 170290036
{'hecke_orbit_code': 22517998338179297, 'n': 37, 'trace_an': -664740830}
-
id: 170290037
{'hecke_orbit_code': 22517998338179297, 'n': 38, 'trace_an': -1521889512}
-
id: 170290038
{'hecke_orbit_code': 22517998338179297, 'n': 39, 'trace_an': 0}
-
id: 170290039
{'hecke_orbit_code': 22517998338179297, 'n': 40, 'trace_an': 0}
-
id: 170290040
{'hecke_orbit_code': 22517998338179297, 'n': 41, 'trace_an': -898833450}
-
id: 170290041
{'hecke_orbit_code': 22517998338179297, 'n': 42, 'trace_an': 0}
-
id: 170290042
{'hecke_orbit_code': 22517998338179297, 'n': 43, 'trace_an': 957947188}
-
id: 170290043
{'hecke_orbit_code': 22517998338179297, 'n': 44, 'trace_an': -2574306096}
-
id: 170290044
{'hecke_orbit_code': 22517998338179297, 'n': 45, 'trace_an': 0}
-
id: 170290045
{'hecke_orbit_code': 22517998338179297, 'n': 46, 'trace_an': 1194364080}
-
id: 170290046
{'hecke_orbit_code': 22517998338179297, 'n': 47, 'trace_an': -1555741344}
-
id: 170290047
{'hecke_orbit_code': 22517998338179297, 'n': 48, 'trace_an': 0}
-
id: 170290048
{'hecke_orbit_code': 22517998338179297, 'n': 49, 'trace_an': -1206709143}
-
id: 170290049
{'hecke_orbit_code': 22517998338179297, 'n': 50, 'trace_an': 0}
-
id: 170290050
{'hecke_orbit_code': 22517998338179297, 'n': 51, 'trace_an': 0}
-
id: 170290051
{'hecke_orbit_code': 22517998338179297, 'n': 52, 'trace_an': -3092439704}
-
id: 170290052
{'hecke_orbit_code': 22517998338179297, 'n': 53, 'trace_an': 3792417030}
-
id: 170290053
{'hecke_orbit_code': 22517998338179297, 'n': 54, 'trace_an': 0}
-
id: 170290054
{'hecke_orbit_code': 22517998338179297, 'n': 55, 'trace_an': 0}
-
id: 170290055
{'hecke_orbit_code': 22517998338179297, 'n': 56, 'trace_an': 4304576640}
-
id: 170290056
{'hecke_orbit_code': 22517998338179297, 'n': 57, 'trace_an': 0}
-
id: 170290057
{'hecke_orbit_code': 22517998338179297, 'n': 58, 'trace_an': -838598436}
-
id: 170290058
{'hecke_orbit_code': 22517998338179297, 'n': 59, 'trace_an': -555306924}
-
id: 170290059
{'hecke_orbit_code': 22517998338179297, 'n': 60, 'trace_an': 0}
-
id: 170290060
{'hecke_orbit_code': 22517998338179297, 'n': 61, 'trace_an': 4950420998}
-
id: 170290061
{'hecke_orbit_code': 22517998338179297, 'n': 62, 'trace_an': -3973117200}
-
id: 170290062
{'hecke_orbit_code': 22517998338179297, 'n': 63, 'trace_an': 0}
-
id: 170290063
{'hecke_orbit_code': 22517998338179297, 'n': 64, 'trace_an': -9315634112}
-
id: 170290064
{'hecke_orbit_code': 22517998338179297, 'n': 65, 'trace_an': 0}
-
id: 170290065
{'hecke_orbit_code': 22517998338179297, 'n': 66, 'trace_an': 0}
-
id: 170290066
{'hecke_orbit_code': 22517998338179297, 'n': 67, 'trace_an': -5292399284}
-
id: 170290067
{'hecke_orbit_code': 22517998338179297, 'n': 68, 'trace_an': 12448452744}
-
id: 170290068
{'hecke_orbit_code': 22517998338179297, 'n': 69, 'trace_an': 0}
-
id: 170290069
{'hecke_orbit_code': 22517998338179297, 'n': 70, 'trace_an': 0}
-
id: 170290070
{'hecke_orbit_code': 22517998338179297, 'n': 71, 'trace_an': 14831086248}
-
id: 170290071
{'hecke_orbit_code': 22517998338179297, 'n': 72, 'trace_an': 0}
-
id: 170290072
{'hecke_orbit_code': 22517998338179297, 'n': 73, 'trace_an': -13971005210}
-
id: 170290073
{'hecke_orbit_code': 22517998338179297, 'n': 74, 'trace_an': -51849784740}
-
id: 170290074
{'hecke_orbit_code': 22517998338179297, 'n': 75, 'trace_an': 0}
-
id: 170290075
{'hecke_orbit_code': 22517998338179297, 'n': 76, 'trace_an': -78748026544}
-
id: 170290076
{'hecke_orbit_code': 22517998338179297, 'n': 77, 'trace_an': -17706327360}
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