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{'Nk2': 10164, 'analytic_conductor': 20.289987153607346, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [7, -1], [11, 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': [2541, 1, [848, 1816, 2059], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 5, 'field_disc_factorization': [[5, 1]], 'field_poly': [-1, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 10, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-1, -1, 1]], [5, [-5, 0, 1]], [13, [-1, 4, 1]]], 'hecke_orbit': 25, 'hecke_orbit_code': 108086391090448877, 'hecke_ring_generator_nbound': 2, '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': True, 'label': '2541.2.a.y', 'level': 2541, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 11], 'level_radical': 231, 'minimal_twist': '2541.2.a.q', 'nf_label': '2.2.5.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}-q^{3}+(-1+\\beta )q^{4}+(1-2\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2541.2.a', 'trace_display': [1, -2, 0, 2], 'trace_hash': 1815404780066497199, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.897', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.072', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, 1], [-1, 0], [-1, 1], [1, -2], [0, -1], [1, 0], [1, -2], [1, 0], [-2, -1], [0, 0], [1, -1], [-3, 2], [0, 1], [-1, 2], [0, -3], [2, 0], [0, 1], [5, -4], [-3, 1], [-1, 0], [0, 0], [-2, 0], [-1, 2], [0, 0], [2, -1], [-1, 0], [-1, 1], [5, 0], [2, 1], [4, 4], [-5, 1], [0, 0], [0, 2], [1, -2], [-1, 1], [5, -4], [-4, 1], [3, -2], [5, 0], [-4, 4], [0, -1], [-2, -4], [0, 0], [1, -2], [0, -2], [3, 4], [0, 3], [1, 0], [0, 0], [-2, 0], [5, -3], [0, 4], [0, -1], [0, 0], [1, -2], [-5, 4], [0, 5], [-5, 8], [3, -1], [6, 4], [4, 8], [1, 0], [1, 2], [-7, 4], [0, 0], [-7, 10], [-2, 2], [2, 0], [-2, -1], [4, -4], [1, -2], [-1, -6], [-4, 1], [0, 0], [-9, 5], [0, 0], [-2, 1], [6, -4], [6, 3], [1, 0], [4, 0], [14, -4], [1, -1], [2, -4], [-4, -6], [-5, 0], [0, 0], [6, -4], [-2, -1], [-3, 2], [2, -2], [-4, -4], [4, 7], [13, -6], [5, -1], [-10, 12], [0, 1], [0, 0], [0, 0]], 'ap': [[0, 1], [-1, 0], [1, -2], [1, 0], [0, 0], [-3, 2], [2, 0], [5, -4], [-2, 0], [5, 0], [4, 4], [5, -4], [-4, 4], 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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1], [11, -1]], 20, 6], [[[3, 1], [7, -1], [11, -1]], 15, 8], [[[3, -1], [7, 1], [11, 1]], 16, 3], [[[3, 1], [7, -1], [11, 1]], 12, 5], [[[3, -1], [7, 1], [11, -1]], 10, 5], [[[3, -1], [7, -1], [11, 1]], 8, 3], [[[3, 1], [7, 1], [11, -1]], 15, 10], [[[3, 1], [7, 1], [11, 1]], 12, 4]], 'ALdims': [12, 15, 12, 15, 16, 10, 8, 20], 'Nk2': 10164, 'analytic_conductor': 20.289987153607346, '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': [2541, 1, [848, 1816, 2059], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 329, 'dim': 108, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 33556973, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 10, 10], 'label': '2541.2.a', 'level': 2541, 'level_is_prime': False, 'level_is_prime_power': 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-16, 152, -64, 0, -320, -24, 524, -432, 176, -16, -272, -112, -160, 0, 0, -368, -112, 32, 1072, 284, 32, 360, -224, -48, 640, 0, -360, 64, 160, 224, -1192, -208, 48, -24, -1440, 16, 0, -120, -24, 568, 256, 0, -280, -144, 32], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 959541
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 25, 'source_is_minimal': True, 'source_label': '2541.2.a.y', 'source_level': 2541, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': True, 'target_label': '2541.2.a.q', 'target_level': 2541, 'twist_class_label': '2541.2.a.q', 'twist_class_level': 2541, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 959542
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 25, 'source_is_minimal': True, 'source_label': '2541.2.a.y', 'source_level': 2541, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': True, 'target_label': '2541.2.a.y', 'target_level': 2541, 'twist_class_label': '2541.2.a.q', 'twist_class_level': 2541, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 959543
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 25, 'source_is_minimal': True, 'source_label': '2541.2.a.y', 'source_level': 2541, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '7623.2.a.y', 'target_level': 7623, 'twist_class_label': '2541.2.a.q', 'twist_class_level': 2541, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 959544
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 25, 'source_is_minimal': True, 'source_label': '2541.2.a.y', 'source_level': 2541, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 40, 'target_is_minimal': False, 'target_label': '7623.2.a.bn', 'target_level': 7623, 'twist_class_label': '2541.2.a.q', 'twist_class_level': 2541, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2712100
{'charpoly_factorization': [[[-1, -1, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 2}
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id: 2712101
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 108086391090448877, 'p': 3}
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id: 2712102
{'charpoly_factorization': [[[-5, 0, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 5}
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id: 2712103
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 108086391090448877, 'p': 7}
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id: 2712104
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 108086391090448877, 'p': 11}
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id: 2712105
{'charpoly_factorization': [[[-1, 4, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 13}
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id: 2712106
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 108086391090448877, 'p': 17}
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id: 2712107
{'charpoly_factorization': [[[-11, -6, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 19}
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id: 2712108
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 108086391090448877, 'p': 23}
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id: 2712109
{'charpoly_factorization': [[[-5, 1], 2]], 'hecke_orbit_code': 108086391090448877, 'p': 29}
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id: 2712110
{'charpoly_factorization': [[[16, -12, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 31}
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id: 2712111
{'charpoly_factorization': [[[-11, -6, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 37}
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id: 2712112
{'charpoly_factorization': [[[-16, 4, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 41}
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id: 2712113
{'charpoly_factorization': [[[-4, 8, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 43}
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id: 2712114
{'charpoly_factorization': [[[5, -10, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 47}
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id: 2712115
{'charpoly_factorization': [[[-16, -4, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 53}
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id: 2712116
{'charpoly_factorization': [[[-79, 2, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 59}
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id: 2712117
{'charpoly_factorization': [[[44, -16, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 61}
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id: 2712118
{'charpoly_factorization': [[[-121, 4, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 67}
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id: 2712119
{'charpoly_factorization': [[[-16, -4, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 71}
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id: 2712120
{'charpoly_factorization': [[[-29, 8, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 73}
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id: 2712121
{'charpoly_factorization': [[[-4, -8, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 79}
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id: 2712122
{'charpoly_factorization': [[[124, -24, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 83}
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id: 2712123
{'charpoly_factorization': [[[-4, -8, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 89}
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id: 2712124
{'charpoly_factorization': [[[-164, 8, 1], 1]], 'hecke_orbit_code': 108086391090448877, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 25, 'label': '2541.2.a.y', 'level': 2541, 'portrait': 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'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 257029000
{'hecke_orbit_code': 108086391090448877, 'n': 1, 'trace_an': 2}
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id: 257029001
{'hecke_orbit_code': 108086391090448877, 'n': 2, 'trace_an': 1}
-
id: 257029002
{'hecke_orbit_code': 108086391090448877, 'n': 3, 'trace_an': -2}
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id: 257029003
{'hecke_orbit_code': 108086391090448877, 'n': 4, 'trace_an': -1}
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id: 257029004
{'hecke_orbit_code': 108086391090448877, 'n': 5, 'trace_an': 0}
-
id: 257029005
{'hecke_orbit_code': 108086391090448877, 'n': 6, 'trace_an': -1}
-
id: 257029006
{'hecke_orbit_code': 108086391090448877, 'n': 7, 'trace_an': 2}
-
id: 257029007
{'hecke_orbit_code': 108086391090448877, 'n': 8, 'trace_an': 0}
-
id: 257029008
{'hecke_orbit_code': 108086391090448877, 'n': 9, 'trace_an': 2}
-
id: 257029009
{'hecke_orbit_code': 108086391090448877, 'n': 10, 'trace_an': -5}
-
id: 257029010
{'hecke_orbit_code': 108086391090448877, 'n': 11, 'trace_an': 0}
-
id: 257029011
{'hecke_orbit_code': 108086391090448877, 'n': 12, 'trace_an': 1}
-
id: 257029012
{'hecke_orbit_code': 108086391090448877, 'n': 13, 'trace_an': -4}
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id: 257029013
{'hecke_orbit_code': 108086391090448877, 'n': 14, 'trace_an': 1}
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id: 257029014
{'hecke_orbit_code': 108086391090448877, 'n': 15, 'trace_an': 0}
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id: 257029015
{'hecke_orbit_code': 108086391090448877, 'n': 16, 'trace_an': -3}
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id: 257029016
{'hecke_orbit_code': 108086391090448877, 'n': 17, 'trace_an': 4}
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id: 257029017
{'hecke_orbit_code': 108086391090448877, 'n': 18, 'trace_an': 1}
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id: 257029018
{'hecke_orbit_code': 108086391090448877, 'n': 19, 'trace_an': 6}
-
id: 257029019
{'hecke_orbit_code': 108086391090448877, 'n': 20, 'trace_an': -5}
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id: 257029020
{'hecke_orbit_code': 108086391090448877, 'n': 21, 'trace_an': -2}
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id: 257029021
{'hecke_orbit_code': 108086391090448877, 'n': 22, 'trace_an': 0}
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id: 257029022
{'hecke_orbit_code': 108086391090448877, 'n': 23, 'trace_an': -4}
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id: 257029023
{'hecke_orbit_code': 108086391090448877, 'n': 24, 'trace_an': 0}
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id: 257029024
{'hecke_orbit_code': 108086391090448877, 'n': 25, 'trace_an': 0}
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id: 257029025
{'hecke_orbit_code': 108086391090448877, 'n': 26, 'trace_an': 3}
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id: 257029026
{'hecke_orbit_code': 108086391090448877, 'n': 27, 'trace_an': -2}
-
id: 257029027
{'hecke_orbit_code': 108086391090448877, 'n': 28, 'trace_an': -1}
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id: 257029028
{'hecke_orbit_code': 108086391090448877, 'n': 29, 'trace_an': 10}
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id: 257029029
{'hecke_orbit_code': 108086391090448877, 'n': 30, 'trace_an': 5}
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id: 257029030
{'hecke_orbit_code': 108086391090448877, 'n': 31, 'trace_an': 12}
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id: 257029031
{'hecke_orbit_code': 108086391090448877, 'n': 32, 'trace_an': -9}
-
id: 257029032
{'hecke_orbit_code': 108086391090448877, 'n': 33, 'trace_an': 0}
-
id: 257029033
{'hecke_orbit_code': 108086391090448877, 'n': 34, 'trace_an': 2}
-
id: 257029034
{'hecke_orbit_code': 108086391090448877, 'n': 35, 'trace_an': 0}
-
id: 257029035
{'hecke_orbit_code': 108086391090448877, 'n': 36, 'trace_an': -1}
-
id: 257029036
{'hecke_orbit_code': 108086391090448877, 'n': 37, 'trace_an': 6}
-
id: 257029037
{'hecke_orbit_code': 108086391090448877, 'n': 38, 'trace_an': -7}
-
id: 257029038
{'hecke_orbit_code': 108086391090448877, 'n': 39, 'trace_an': 4}
-
id: 257029039
{'hecke_orbit_code': 108086391090448877, 'n': 40, 'trace_an': 10}
-
id: 257029040
{'hecke_orbit_code': 108086391090448877, 'n': 41, 'trace_an': -4}
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id: 257029041
{'hecke_orbit_code': 108086391090448877, 'n': 42, 'trace_an': -1}
-
id: 257029042
{'hecke_orbit_code': 108086391090448877, 'n': 43, 'trace_an': -8}
-
id: 257029043
{'hecke_orbit_code': 108086391090448877, 'n': 44, 'trace_an': 0}
-
id: 257029044
{'hecke_orbit_code': 108086391090448877, 'n': 45, 'trace_an': 0}
-
id: 257029045
{'hecke_orbit_code': 108086391090448877, 'n': 46, 'trace_an': -2}
-
id: 257029046
{'hecke_orbit_code': 108086391090448877, 'n': 47, 'trace_an': 10}
-
id: 257029047
{'hecke_orbit_code': 108086391090448877, 'n': 48, 'trace_an': 3}
-
id: 257029048
{'hecke_orbit_code': 108086391090448877, 'n': 49, 'trace_an': 2}
-
id: 257029049
{'hecke_orbit_code': 108086391090448877, 'n': 50, 'trace_an': 0}
-
id: 257029050
{'hecke_orbit_code': 108086391090448877, 'n': 51, 'trace_an': -4}
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id: 257029051
{'hecke_orbit_code': 108086391090448877, 'n': 52, 'trace_an': 7}
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id: 257029052
{'hecke_orbit_code': 108086391090448877, 'n': 53, 'trace_an': 4}
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id: 257029053
{'hecke_orbit_code': 108086391090448877, 'n': 54, 'trace_an': -1}
-
id: 257029054
{'hecke_orbit_code': 108086391090448877, 'n': 55, 'trace_an': 0}
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id: 257029055
{'hecke_orbit_code': 108086391090448877, 'n': 56, 'trace_an': 0}
-
id: 257029056
{'hecke_orbit_code': 108086391090448877, 'n': 57, 'trace_an': -6}
-
id: 257029057
{'hecke_orbit_code': 108086391090448877, 'n': 58, 'trace_an': 5}
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id: 257029058
{'hecke_orbit_code': 108086391090448877, 'n': 59, 'trace_an': -2}
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id: 257029059
{'hecke_orbit_code': 108086391090448877, 'n': 60, 'trace_an': 5}
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id: 257029060
{'hecke_orbit_code': 108086391090448877, 'n': 61, 'trace_an': 16}
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id: 257029061
{'hecke_orbit_code': 108086391090448877, 'n': 62, 'trace_an': 16}
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id: 257029062
{'hecke_orbit_code': 108086391090448877, 'n': 63, 'trace_an': 2}
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id: 257029063
{'hecke_orbit_code': 108086391090448877, 'n': 64, 'trace_an': 4}
-
id: 257029064
{'hecke_orbit_code': 108086391090448877, 'n': 65, 'trace_an': -10}
-
id: 257029065
{'hecke_orbit_code': 108086391090448877, 'n': 66, 'trace_an': 0}
-
id: 257029066
{'hecke_orbit_code': 108086391090448877, 'n': 67, 'trace_an': -4}
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id: 257029067
{'hecke_orbit_code': 108086391090448877, 'n': 68, 'trace_an': -2}
-
id: 257029068
{'hecke_orbit_code': 108086391090448877, 'n': 69, 'trace_an': 4}
-
id: 257029069
{'hecke_orbit_code': 108086391090448877, 'n': 70, 'trace_an': -5}
-
id: 257029070
{'hecke_orbit_code': 108086391090448877, 'n': 71, 'trace_an': 4}
-
id: 257029071
{'hecke_orbit_code': 108086391090448877, 'n': 72, 'trace_an': 0}
-
id: 257029072
{'hecke_orbit_code': 108086391090448877, 'n': 73, 'trace_an': -8}
-
id: 257029073
{'hecke_orbit_code': 108086391090448877, 'n': 74, 'trace_an': -7}
-
id: 257029074
{'hecke_orbit_code': 108086391090448877, 'n': 75, 'trace_an': 0}
-
id: 257029075
{'hecke_orbit_code': 108086391090448877, 'n': 76, 'trace_an': -13}
-
id: 257029076
{'hecke_orbit_code': 108086391090448877, 'n': 77, 'trace_an': 0}
-
id: 257029077
{'hecke_orbit_code': 108086391090448877, 'n': 78, 'trace_an': -3}
-
id: 257029078
{'hecke_orbit_code': 108086391090448877, 'n': 79, 'trace_an': 8}
-
id: 257029079
{'hecke_orbit_code': 108086391090448877, 'n': 80, 'trace_an': 15}
-
id: 257029080
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