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{'Nk2': 15876, 'analytic_conductor': 70.72926453752446, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [441, 1, [344, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 37, 'field_disc_factorization': [[37, 1]], 'field_poly': [-9, -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': [[2, [-36, 2, 1]], [5, [-3339, -38, 1]], [13, [184436, 924, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795256480185, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '441.6.a.n', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '7.6.c.a', 'nf_label': '2.2.37.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta )q^{2}+(6+2\\beta )q^{4}+(19+10\\beta )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': '441.6.a', 'trace_display': [-2, 0, 38, 0], 'trace_hash': 973364256679630420, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.048', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.912', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.194', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.767', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.865', 'prec': 17}, {'__RealLiteral__': 0, 'data': '56.369', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, -2, 0, 12, 38, 0, 0, -96, 0, -778, -424, 0, -924, 0, 0, -2064, 2346, 0, -360, 1708, 0, 2126, 12, 0, 1872, -1148, 0, 0, 7052, 0, 3548, 8096, 0, 7422, 0, 0, 11090, -20138, 0, 15936, -3500, 0, -12680, -5948, 0, -5118, 22956, 0, 0, -29992, 0, -1400, -3042, 0, -25076, 0, 0, -58852, 65808, 0, -42486, 49362, 0, 35456, 3164, 0, 42312, -5460, 0, 0, 2208, 0, -50506, 47370, 0, 38836, 0, 0, 9004, -68816, 0, 67732, 104328, 0, -53106, -86776, 0, -20496, 26666, 0, 0, 10284, 0, 98034, 198140, 0, 209132, 0, 0, 67472, -65162, 0, 93748, 94080, 0, -131490, -153904, 0, 182690, 214294, 0, 0, -163468, 0, 51288, 145912, 0, -26514, 0, 0, -193068, 349882, 0, -84532, 198018, 0, 180464, -67200, 0, 299348, 314576, 0, 0, -110318, 0, -347040, 62898, 0, 1736, 0, 0, -163824, 148232, 0, 651988, 596034, 0, -50380, 217110, 0, -247628, 509232, 0, 0, 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mf_hecke_nf • Show schema
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[-404477686, -36604023], [105401730, -100544388], [58122258, 63286233], [-373959021, -24089466], [433760553, 59496490], [500330192, -38327296], [-196730884, -55372744], [20799254, -121113468], [-233094669, -112898778], [74892964, -85001477], [-527691054, 26700324], [103135504, -61458181], [433037574, -14122233]], 'char_orbit_index': 1, 'field_poly': [-9, -1, 1], 'hecke_orbit_code': 58546795256480185, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '441.6.a.n', 'level': 441, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1]], 24, 15], [[[3, 1], [7, -1]], 19, 6], [[[3, -1], [7, 1]], 25, 7], [[[3, 1], [7, 1]], 15, 3]], 'ALdims': [15, 19, 25, 24], 'Nk2': 15876, 'analytic_conductor': 70.72926453752446, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 83, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 100663737, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '441.6.a', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 296, 'mf_new_dim': 88, 'num_forms': 31, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 336, 'trace_bound': 13, 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mf_twists_nf • Show schema
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id: 324102
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '441.6.a.n', 'source_level': 441, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.6.c.a', 'target_level': 7, 'twist_class_label': '7.6.c.a', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 324103
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '441.6.a.n', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.6.a.d', 'target_level': 49, 'twist_class_label': '7.6.c.a', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 324104
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '441.6.a.n', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.6.a.e', 'target_level': 49, 'twist_class_label': '7.6.c.a', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 324105
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '441.6.a.n', 'source_level': 441, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '49.6.c.f', 'target_level': 49, 'twist_class_label': '7.6.c.a', 'twist_class_level': 7, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 324106
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '441.6.a.n', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '63.6.e.d', 'target_level': 63, 'twist_class_label': '7.6.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 324107
{'conductor': 84, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '441.6.a.n', 'source_level': 441, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '112.6.i.c', 'target_level': 112, 'twist_class_label': '7.6.c.a', 'twist_class_level': 7, 'twisting_char_label': '84.n', 'twisting_char_orbit': 14, 'weight': 6}
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id: 324108
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '441.6.a.n', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '441.6.a.m', 'target_level': 441, 'twist_class_label': '7.6.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 324109
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '441.6.a.n', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '441.6.a.n', 'target_level': 441, 'twist_class_label': '7.6.c.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 324110
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '441.6.a.n', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '784.6.a.t', 'target_level': 784, 'twist_class_label': '7.6.c.a', 'twist_class_level': 7, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 324111
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '441.6.a.n', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 27, 'target_is_minimal': False, 'target_label': '784.6.a.ba', 'target_level': 784, 'twist_class_label': '7.6.c.a', 'twist_class_level': 7, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
-
id: 894975
{'charpoly_factorization': [[[-36, 2, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 2}
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id: 894976
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 58546795256480185, 'p': 3}
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id: 894977
{'charpoly_factorization': [[[-3339, -38, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 5}
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id: 894978
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 58546795256480185, 'p': 7}
-
id: 894979
{'charpoly_factorization': [[[25371, 424, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 11}
-
id: 894980
{'charpoly_factorization': [[[184436, 924, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 13}
-
id: 894981
{'charpoly_factorization': [[[731241, -2346, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 17}
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id: 894982
{'charpoly_factorization': [[[-2806573, 360, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 19}
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id: 894983
{'charpoly_factorization': [[[-176121, -12, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 23}
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id: 894984
{'charpoly_factorization': [[[-5697324, -7052, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 29}
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id: 894985
{'charpoly_factorization': [[[-15768249, -3548, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 31}
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id: 894986
{'charpoly_factorization': [[[7655325, -11090, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 37}
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id: 894987
{'charpoly_factorization': [[[-24814188, 3500, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 41}
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id: 894988
{'charpoly_factorization': [[[-26638832, 12680, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 43}
-
id: 894989
{'charpoly_factorization': [[[32835159, -22956, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 47}
-
id: 894990
{'charpoly_factorization': [[[-119976147, 3042, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 53}
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id: 894991
{'charpoly_factorization': [[[1072240659, -65808, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 59}
-
id: 894992
{'charpoly_factorization': [[[-187196443, 42486, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 61}
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id: 894993
{'charpoly_factorization': [[[416327579, -42312, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 67}
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id: 894994
{'charpoly_factorization': [[[-175265856, -2208, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 71}
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id: 894995
{'charpoly_factorization': [[[-1373102199, 50506, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 73}
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id: 894996
{'charpoly_factorization': [[[-977520209, -9004, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 79}
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id: 894997
{'charpoly_factorization': [[[1959796944, -104328, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 83}
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id: 894998
{'charpoly_factorization': [[[-3061016343, -26666, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 89}
-
id: 894999
{'charpoly_factorization': [[[10932626964, -209132, 1], 1]], 'hecke_orbit_code': 58546795256480185, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 14, 'label': '441.6.a.n', 'level': 441, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 229246000
{'hecke_orbit_code': 58546795256480185, 'n': 1, 'trace_an': 2}
-
id: 229246001
{'hecke_orbit_code': 58546795256480185, 'n': 2, 'trace_an': -2}
-
id: 229246002
{'hecke_orbit_code': 58546795256480185, 'n': 3, 'trace_an': 0}
-
id: 229246003
{'hecke_orbit_code': 58546795256480185, 'n': 4, 'trace_an': 12}
-
id: 229246004
{'hecke_orbit_code': 58546795256480185, 'n': 5, 'trace_an': 38}
-
id: 229246005
{'hecke_orbit_code': 58546795256480185, 'n': 6, 'trace_an': 0}
-
id: 229246006
{'hecke_orbit_code': 58546795256480185, 'n': 7, 'trace_an': 0}
-
id: 229246007
{'hecke_orbit_code': 58546795256480185, 'n': 8, 'trace_an': -96}
-
id: 229246008
{'hecke_orbit_code': 58546795256480185, 'n': 9, 'trace_an': 0}
-
id: 229246009
{'hecke_orbit_code': 58546795256480185, 'n': 10, 'trace_an': -778}
-
id: 229246010
{'hecke_orbit_code': 58546795256480185, 'n': 11, 'trace_an': -424}
-
id: 229246011
{'hecke_orbit_code': 58546795256480185, 'n': 12, 'trace_an': 0}
-
id: 229246012
{'hecke_orbit_code': 58546795256480185, 'n': 13, 'trace_an': -924}
-
id: 229246013
{'hecke_orbit_code': 58546795256480185, 'n': 14, 'trace_an': 0}
-
id: 229246014
{'hecke_orbit_code': 58546795256480185, 'n': 15, 'trace_an': 0}
-
id: 229246015
{'hecke_orbit_code': 58546795256480185, 'n': 16, 'trace_an': -2064}
-
id: 229246016
{'hecke_orbit_code': 58546795256480185, 'n': 17, 'trace_an': 2346}
-
id: 229246017
{'hecke_orbit_code': 58546795256480185, 'n': 18, 'trace_an': 0}
-
id: 229246018
{'hecke_orbit_code': 58546795256480185, 'n': 19, 'trace_an': -360}
-
id: 229246019
{'hecke_orbit_code': 58546795256480185, 'n': 20, 'trace_an': 1708}
-
id: 229246020
{'hecke_orbit_code': 58546795256480185, 'n': 21, 'trace_an': 0}
-
id: 229246021
{'hecke_orbit_code': 58546795256480185, 'n': 22, 'trace_an': 2126}
-
id: 229246022
{'hecke_orbit_code': 58546795256480185, 'n': 23, 'trace_an': 12}
-
id: 229246023
{'hecke_orbit_code': 58546795256480185, 'n': 24, 'trace_an': 0}
-
id: 229246024
{'hecke_orbit_code': 58546795256480185, 'n': 25, 'trace_an': 1872}
-
id: 229246025
{'hecke_orbit_code': 58546795256480185, 'n': 26, 'trace_an': -1148}
-
id: 229246026
{'hecke_orbit_code': 58546795256480185, 'n': 27, 'trace_an': 0}
-
id: 229246027
{'hecke_orbit_code': 58546795256480185, 'n': 28, 'trace_an': 0}
-
id: 229246028
{'hecke_orbit_code': 58546795256480185, 'n': 29, 'trace_an': 7052}
-
id: 229246029
{'hecke_orbit_code': 58546795256480185, 'n': 30, 'trace_an': 0}
-
id: 229246030
{'hecke_orbit_code': 58546795256480185, 'n': 31, 'trace_an': 3548}
-
id: 229246031
{'hecke_orbit_code': 58546795256480185, 'n': 32, 'trace_an': 8096}
-
id: 229246032
{'hecke_orbit_code': 58546795256480185, 'n': 33, 'trace_an': 0}
-
id: 229246033
{'hecke_orbit_code': 58546795256480185, 'n': 34, 'trace_an': 7422}
-
id: 229246034
{'hecke_orbit_code': 58546795256480185, 'n': 35, 'trace_an': 0}
-
id: 229246035
{'hecke_orbit_code': 58546795256480185, 'n': 36, 'trace_an': 0}
-
id: 229246036
{'hecke_orbit_code': 58546795256480185, 'n': 37, 'trace_an': 11090}
-
id: 229246037
{'hecke_orbit_code': 58546795256480185, 'n': 38, 'trace_an': -20138}
-
id: 229246038
{'hecke_orbit_code': 58546795256480185, 'n': 39, 'trace_an': 0}
-
id: 229246039
{'hecke_orbit_code': 58546795256480185, 'n': 40, 'trace_an': 15936}
-
id: 229246040
{'hecke_orbit_code': 58546795256480185, 'n': 41, 'trace_an': -3500}
-
id: 229246041
{'hecke_orbit_code': 58546795256480185, 'n': 42, 'trace_an': 0}
-
id: 229246042
{'hecke_orbit_code': 58546795256480185, 'n': 43, 'trace_an': -12680}
-
id: 229246043
{'hecke_orbit_code': 58546795256480185, 'n': 44, 'trace_an': -5948}
-
id: 229246044
{'hecke_orbit_code': 58546795256480185, 'n': 45, 'trace_an': 0}
-
id: 229246045
{'hecke_orbit_code': 58546795256480185, 'n': 46, 'trace_an': -5118}
-
id: 229246046
{'hecke_orbit_code': 58546795256480185, 'n': 47, 'trace_an': 22956}
-
id: 229246047
{'hecke_orbit_code': 58546795256480185, 'n': 48, 'trace_an': 0}
-
id: 229246048
{'hecke_orbit_code': 58546795256480185, 'n': 49, 'trace_an': 0}
-
id: 229246049
{'hecke_orbit_code': 58546795256480185, 'n': 50, 'trace_an': -29992}
-
id: 229246050
{'hecke_orbit_code': 58546795256480185, 'n': 51, 'trace_an': 0}
-
id: 229246051
{'hecke_orbit_code': 58546795256480185, 'n': 52, 'trace_an': -1400}
-
id: 229246052
{'hecke_orbit_code': 58546795256480185, 'n': 53, 'trace_an': -3042}
-
id: 229246053
{'hecke_orbit_code': 58546795256480185, 'n': 54, 'trace_an': 0}
-
id: 229246054
{'hecke_orbit_code': 58546795256480185, 'n': 55, 'trace_an': -25076}
-
id: 229246055
{'hecke_orbit_code': 58546795256480185, 'n': 56, 'trace_an': 0}
-
id: 229246056
{'hecke_orbit_code': 58546795256480185, 'n': 57, 'trace_an': 0}
-
id: 229246057
{'hecke_orbit_code': 58546795256480185, 'n': 58, 'trace_an': -58852}
-
id: 229246058
{'hecke_orbit_code': 58546795256480185, 'n': 59, 'trace_an': 65808}
-
id: 229246059
{'hecke_orbit_code': 58546795256480185, 'n': 60, 'trace_an': 0}
-
id: 229246060
{'hecke_orbit_code': 58546795256480185, 'n': 61, 'trace_an': -42486}
-
id: 229246061
{'hecke_orbit_code': 58546795256480185, 'n': 62, 'trace_an': 49362}
-
id: 229246062
{'hecke_orbit_code': 58546795256480185, 'n': 63, 'trace_an': 0}
-
id: 229246063
{'hecke_orbit_code': 58546795256480185, 'n': 64, 'trace_an': 35456}
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