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{'Nk2': 24180, 'analytic_conductor': 48.26956802186399, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 1], [13, 1], [31, -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': [6045, 1, [4031, 4837, 1861, 2731], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 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, [-1, 1]], [7, [-4, 1]], [11, [4, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197425153949, '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': True, 'label': '6045.2.a.h', 'level': 6045, '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': True, 'level_primes': [3, 5, 13, 31], 'level_radical': 6045, 'minimal_twist': '6045.2.a.h', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-q^{3}-q^{4}-q^{5}-q^{6}+4q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/6045/h'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6045.2.a', 'trace_display': [1, -1, -1, 4], 'trace_hash': 76910756585020586, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.036', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.098', 'prec': 17}, {'__RealLiteral__': 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-38, 36, -64, -30, 0, -32, -72, -24, -1, -64, -36, 14, -12, 6, 2, 14, 0, 16, 24, 96, -56, 18, -72, -9, -156, 32, 10, 0, -4, -4, 120, 0, 12, -4, 12, -18, 78, 112, 18, 12, -14, -12, 72, -6, -32, 10, -84, -4, -30, -12, 0, -168, -30, -4, -108, 36, -4, 12, -24, -5, -26, 34, -20, 18, -32, 0, 24, 6, -4, 10, -32, -8, 126, 0, 26, -24, -60, -20, 36, 48, -6, -28, 0, -3], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1], [1], [-1], [-1], [-1], [-1], [4], [-3], [1], [-1], [-4], [1], [-1], [4], [1], [-1], [-6], [1], [4], [1], [-4], [-4], [0], [3], [1], [-1], [-1], [-4], [-2], [1], [1], [5], [4], [-6], [-4], [-1], [-6], [4], [1], [3], [6], [-4], [-4], [4], [-1], [0], [-8], [1], [9], [1], [6], [1], [14], [-1], [4], [-12], [-4], [-2], [-4], [-1], [14], [1], [4], [7], [1], [4], [0], [6], [0], [-4], [0], [-3], [-10], [-6], [-1], [-4], [-16], [1], [12], [1], [1], [6], [8], [4], [6], [-4], [2], [12], [-14], [-1], [-4], [0], [-1], [-8], [-4], [-5], [-2], [9], [-4], [-1]], 'ap': [[1], [-1], [-1], [4], [-4], [-1], [-6], [4], [0], [-2], [1], [-6], [6], [-4], [-8], [14], [-4], [14], [0], [0], [-10], [12], [8], [-14], [-2], [6], [16], [-12], [-10], [-18], [0], [0], [14], [16], [18], [-8], [6], [16], [-12], [26], [-4], [-2], [12], [14], [18], [-4], [28], [16], [-12], [26], [30], [24], [-10], [-4], [-18], [-16], [-18], [8], [2], [30], [4], [-6], [-8], [28], [22], [34], [-20], [22], [12], [14], [14], [-24], [-32], [-2], [-28], [-28], [-26], [10], [-30], [-26], [0], [30], [0], [-2], [32], [-36], [-30], [-10], [6], [-16], [36], [24], [32], [4], [20], [8], [22], [-14], [-4], [-10], [-36], [42], [36], [42], [16], [-10], [-24], [30], [-36], [-22], [8], [-6], [-26], [20], [16], [2], [-12], [-24], [26], [24], [14], [-26], [6], [20], [-12], [46], [-30], [40], [-8], [-14], [-12], [-36], [-32], [-38], [-6], [-46], [18], [28], [-18], [42], [52], [22], [32], [-8], [14], [24], [10], [-34], [16], [-28], [-54], [-30], [-12], [-24], [-20], [-24], [40], [-54], [2], [-2], [0], [-22], [0], [-48], [-2], [-12], [4], [-26], [30], [-26], [-12], [-30], [12], [6], [40], [-22], [20], [42], [-8], [14], [-4], [-44], [-50], [6], [-16], [-42], [-2], [-8], [-18], [40], [62], [-28], [-8], [-10], [-12], [-38], [22], [14], [-18], [-16], [2], [60], [2], [-46], [-12], [-18], [16], [60], [-26], [28], [-2], [54], [16], [12], [40], [-14], [32], [66], [36], [50], [22], [-32], [-18], [52], [-44], [-42], [-50], [72], [0], [-20], [-46], [36], [32], [10], [-12], [12], [34], [10], [-28], [-24], [-4], [32], [-40], [-46], [22], [-28], [48], [-36], [-20], [64], [-6], [30], [-28], [58], [2], [-68], [22], [76], [-54], [-18], [-16], [-44], [10], [54], [-18], [44], [18], [-66], [-40], [66], [-50], [-4], [38], [44], [-70], [36], [60], [66], [-82], [60], [0], [48], [-40], [22], [16], [40], [22], [18], [-8], [66], [30], [52], [-66], [76], [-22], [-66], [28], [26], [20], [-68], [-62], [34], [44], [4], [-80], [-74], [36], [46], [0], [-18], [32], [30], [-22], [-36], [-48], [10], [-60], [72], [-26], [18], [16], [-58], [78], [-20], [-26], [10], [60], [24], [48], [6], [-2], [82], [32], [24], [12], [4], [82], [62], [82], [-72], [-54], [18], [-42], [20], [66], [-16], [38], [28], [72], [58], [60], [-58], [-30], [80], [-26], [34], [-48], [-4], [-6], [24], [90], [-22], [16], [-36], [52], [86], [50], [-24], [-54], [48], [12], [0], [30], [48], [42], [60], [-12], [70], [50], [-2], [-42], [30], [-48], [6], [-4], [64], [-88], [-14], [-92], [80], [-90], [34], [-84], [-44], [-16], [-94], [-40], [-30], [-40], [-58], [-6], [-34], [-4], [-42], [-50], [-24], [-46], [-22], [68], [36], [-10], [-78], [52], [72], [-70], [-26], [48], [16], [-2], [-24], [-34], [-38], [-36], [-72], [78], [-14], [-84], [-30], [-108], [0]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 31525197425153949, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '6045.2.a.h', 'level': 6045, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'ALdims': [13, 19, 16, 12, 14, 14, 15, 17, 15, 13, 16, 16, 14, 18, 17, 12], 'Nk2': 24180, 'analytic_conductor': 48.26956802186399, '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': [6045, 1, [4031, 4837, 1861, 2731], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 889, 'dim': 241, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 11], 'hecke_orbit_code': 33560477, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 5, 9, 9, 10, 11, 12, 12, 12, 13, 13, 14, 14, 15, 15, 16, 17, 18], 'label': '6045.2.a', 'level': 6045, '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': True, 'level_primes': [3, 5, 13, 31], 'level_radical': 6045, 'mf_dim': 904, 'mf_new_dim': 241, 'num_forms': 35, 'plus_dim': 109, 'prim_orbit_index': 1, 'relative_dim': 241, 'sturm_bound': 1792, 'trace_bound': 11, 'trace_display': [-13, 1, 1, -8], 'traces': [241, -13, 1, 231, 1, 3, -8, -33, 241, 3, -20, 7, 1, 8, 1, 223, 2, -13, 4, 7, 8, 4, -24, 15, 241, 3, 1, 8, -50, 3, 1, -49, -4, 22, 8, 231, -74, 60, 1, 15, 26, -8, -4, -12, 1, 40, -16, 31, 225, -13, 10, 7, -58, 3, 4, 72, 20, 26, 12, 7, 38, 3, -8, 207, 1, -12, -44, 62, -32, -40, -72, -33, 42, 50, 1, 28, -48, -5, -72, 31, 241, 78, -44, 8, 18, -44, -2, -28, -6, 3, 0, -104, -7, 64, -12, 63, -62, -21, -20, 231, 30, 22, -48, 15, 0, -158, 4, 7, -2, 36, -10, 136, -102, 12, 8, -126, 1, 132, 32, -33, 181, 122, -6, 7, 1, 8, 0, -97, 12, 3, 44, 36, -112, 28, 1, 14, -22, 8, 36, -56, -80, -24, 4, 223, 30, -82, -7, -182, 22, 3, -24, 172, 2, 0, 1, 7, -26, -32, 30, 63, 0, -13, -12, 22, -4, -4, -8, 24, 241, -74, 4, 52, 134, -134, -8, -300, -20, 94, 36, 7, -2, 24, -2, 72, 22, 3, 8, -48, 8, -68, -56, 31, -62, 102, -15, 207, -10, 4, -24, -33, 20, -158, -48, 94, 18, -24, -24, 31, 112, 24, -100, -134, -24, -12, 12, 15, 8, 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36, 180, -140, -40, 32, -80, 63, 62, -26, -141, 56, 0, -54, -28, -638, -62, -304, 8, -106, -210, 24, 198, -380, 114, -21, -508, -98, 60, 148, 56, -214, -544, -82, -20, 240, 32, -158, -12, 360, 24, -106, 30, 231, 100, -504, -64, 462, -42, 152, -188, -116, 30, 24, -336, -212, 48, 14, -2, -390, 352, 22, -504, 104, 68, 362, 24, 224, -74, -608, -48, -286, -126, -21, 100, -10, 184, 12, -104, 15, 178, -144, -246, -16, 270, 202, 384, 148, 0, -96, 340, -96, -46, 60, 62, 112, 250, -158, 32, -288, 8, -32, 432, 127, 241, 50, 4, 446, -30, 144, 280, -149, -8, -58, 20, 7, 80, -280, 1, 274, -206, 268, -8, -241, -2, -444, 72, 86, 22, -60, 176, -100, 304, 36, -88, 63, -20, 496, 72, -244, -50, -84, -10, 15], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 8, 'source_is_minimal': True, 'source_label': '6045.2.a.h', 'source_level': 6045, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '6045.2.a.h', 'target_level': 6045, 'twist_class_label': '6045.2.a.h', 'twist_class_level': 6045, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4072850
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 2}
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id: 4072851
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 3}
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id: 4072852
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 5}
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id: 4072853
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 7}
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id: 4072854
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 11}
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id: 4072855
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 13}
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id: 4072856
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 17}
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id: 4072857
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 19}
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id: 4072858
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 23}
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id: 4072859
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 29}
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id: 4072860
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 31}
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id: 4072861
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 37}
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id: 4072862
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 41}
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id: 4072863
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 43}
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id: 4072864
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 47}
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id: 4072865
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 53}
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id: 4072866
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 59}
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id: 4072867
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 61}
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id: 4072868
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 67}
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id: 4072869
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 71}
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id: 4072870
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 73}
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id: 4072871
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 79}
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id: 4072872
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 83}
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id: 4072873
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 89}
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id: 4072874
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 31525197425153949, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '6045.2.a.h', 'level': 6045, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 188266000
{'hecke_orbit_code': 31525197425153949, 'n': 1, 'trace_an': 1}
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id: 188266001
{'hecke_orbit_code': 31525197425153949, 'n': 2, 'trace_an': 1}
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id: 188266002
{'hecke_orbit_code': 31525197425153949, 'n': 3, 'trace_an': -1}
-
id: 188266003
{'hecke_orbit_code': 31525197425153949, 'n': 4, 'trace_an': -1}
-
id: 188266004
{'hecke_orbit_code': 31525197425153949, 'n': 5, 'trace_an': -1}
-
id: 188266005
{'hecke_orbit_code': 31525197425153949, 'n': 6, 'trace_an': -1}
-
id: 188266006
{'hecke_orbit_code': 31525197425153949, 'n': 7, 'trace_an': 4}
-
id: 188266007
{'hecke_orbit_code': 31525197425153949, 'n': 8, 'trace_an': -3}
-
id: 188266008
{'hecke_orbit_code': 31525197425153949, 'n': 9, 'trace_an': 1}
-
id: 188266009
{'hecke_orbit_code': 31525197425153949, 'n': 10, 'trace_an': -1}
-
id: 188266010
{'hecke_orbit_code': 31525197425153949, 'n': 11, 'trace_an': -4}
-
id: 188266011
{'hecke_orbit_code': 31525197425153949, 'n': 12, 'trace_an': 1}
-
id: 188266012
{'hecke_orbit_code': 31525197425153949, 'n': 13, 'trace_an': -1}
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id: 188266013
{'hecke_orbit_code': 31525197425153949, 'n': 14, 'trace_an': 4}
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id: 188266014
{'hecke_orbit_code': 31525197425153949, 'n': 15, 'trace_an': 1}
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id: 188266015
{'hecke_orbit_code': 31525197425153949, 'n': 16, 'trace_an': -1}
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id: 188266016
{'hecke_orbit_code': 31525197425153949, 'n': 17, 'trace_an': -6}
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id: 188266017
{'hecke_orbit_code': 31525197425153949, 'n': 18, 'trace_an': 1}
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id: 188266018
{'hecke_orbit_code': 31525197425153949, 'n': 19, 'trace_an': 4}
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id: 188266019
{'hecke_orbit_code': 31525197425153949, 'n': 20, 'trace_an': 1}
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id: 188266020
{'hecke_orbit_code': 31525197425153949, 'n': 21, 'trace_an': -4}
-
id: 188266021
{'hecke_orbit_code': 31525197425153949, 'n': 22, 'trace_an': -4}
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id: 188266022
{'hecke_orbit_code': 31525197425153949, 'n': 23, 'trace_an': 0}
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id: 188266023
{'hecke_orbit_code': 31525197425153949, 'n': 24, 'trace_an': 3}
-
id: 188266024
{'hecke_orbit_code': 31525197425153949, 'n': 25, 'trace_an': 1}
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id: 188266025
{'hecke_orbit_code': 31525197425153949, 'n': 26, 'trace_an': -1}
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id: 188266026
{'hecke_orbit_code': 31525197425153949, 'n': 27, 'trace_an': -1}
-
id: 188266027
{'hecke_orbit_code': 31525197425153949, 'n': 28, 'trace_an': -4}
-
id: 188266028
{'hecke_orbit_code': 31525197425153949, 'n': 29, 'trace_an': -2}
-
id: 188266029
{'hecke_orbit_code': 31525197425153949, 'n': 30, 'trace_an': 1}
-
id: 188266030
{'hecke_orbit_code': 31525197425153949, 'n': 31, 'trace_an': 1}
-
id: 188266031
{'hecke_orbit_code': 31525197425153949, 'n': 32, 'trace_an': 5}
-
id: 188266032
{'hecke_orbit_code': 31525197425153949, 'n': 33, 'trace_an': 4}
-
id: 188266033
{'hecke_orbit_code': 31525197425153949, 'n': 34, 'trace_an': -6}
-
id: 188266034
{'hecke_orbit_code': 31525197425153949, 'n': 35, 'trace_an': -4}
-
id: 188266035
{'hecke_orbit_code': 31525197425153949, 'n': 36, 'trace_an': -1}
-
id: 188266036
{'hecke_orbit_code': 31525197425153949, 'n': 37, 'trace_an': -6}
-
id: 188266037
{'hecke_orbit_code': 31525197425153949, 'n': 38, 'trace_an': 4}
-
id: 188266038
{'hecke_orbit_code': 31525197425153949, 'n': 39, 'trace_an': 1}
-
id: 188266039
{'hecke_orbit_code': 31525197425153949, 'n': 40, 'trace_an': 3}
-
id: 188266040
{'hecke_orbit_code': 31525197425153949, 'n': 41, 'trace_an': 6}
-
id: 188266041
{'hecke_orbit_code': 31525197425153949, 'n': 42, 'trace_an': -4}
-
id: 188266042
{'hecke_orbit_code': 31525197425153949, 'n': 43, 'trace_an': -4}
-
id: 188266043
{'hecke_orbit_code': 31525197425153949, 'n': 44, 'trace_an': 4}
-
id: 188266044
{'hecke_orbit_code': 31525197425153949, 'n': 45, 'trace_an': -1}
-
id: 188266045
{'hecke_orbit_code': 31525197425153949, 'n': 46, 'trace_an': 0}
-
id: 188266046
{'hecke_orbit_code': 31525197425153949, 'n': 47, 'trace_an': -8}
-
id: 188266047
{'hecke_orbit_code': 31525197425153949, 'n': 48, 'trace_an': 1}
-
id: 188266048
{'hecke_orbit_code': 31525197425153949, 'n': 49, 'trace_an': 9}
-
id: 188266049
{'hecke_orbit_code': 31525197425153949, 'n': 50, 'trace_an': 1}
-
id: 188266050
{'hecke_orbit_code': 31525197425153949, 'n': 51, 'trace_an': 6}
-
id: 188266051
{'hecke_orbit_code': 31525197425153949, 'n': 52, 'trace_an': 1}
-
id: 188266052
{'hecke_orbit_code': 31525197425153949, 'n': 53, 'trace_an': 14}
-
id: 188266053
{'hecke_orbit_code': 31525197425153949, 'n': 54, 'trace_an': -1}
-
id: 188266054
{'hecke_orbit_code': 31525197425153949, 'n': 55, 'trace_an': 4}
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id: 188266055
{'hecke_orbit_code': 31525197425153949, 'n': 56, 'trace_an': -12}
-
id: 188266056
{'hecke_orbit_code': 31525197425153949, 'n': 57, 'trace_an': -4}
-
id: 188266057
{'hecke_orbit_code': 31525197425153949, 'n': 58, 'trace_an': -2}
-
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