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{'Nk2': 31768, 'analytic_conductor': 63.41718928530088, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [11, -1], [19, -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': [7942, 1, [5777, 6139], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 8, 'field_disc': 220792150625, 'field_disc_factorization': [[5, 4], [353267441, 1]], 'field_poly': [4, 2, -29, 3, 38, -4, -14, 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': [[3, [-19, -58, 2, 87, 13, -34, -7, 4, 1]], [5, [9, 126, -167, -154, 134, 25, -22, -1, 1]], [13, [10604, 31494, 19105, 1281, -1903, -486, 3, 12, 1]]], 'hecke_orbit': 39, 'hecke_orbit_code': 171136785873641222, 'hecke_ring_generator_nbound': 17, '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': '7942.2.a.bm', 'level': 7942, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11, 19], 'level_radical': 418, 'minimal_twist': '7942.2.a.bm', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+(-1+\\beta _{1}-\\beta _{7})q^{3}+q^{4}+(\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7942.2.a', 'trace_display': [-8, -4, 1, 4], 'trace_hash': 2002898817802874514, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 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mf_hecke_nf • Show schema
Hide schema
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-14, -2, -7], [14, 0, -5, -6, -11, -7, 10, 14], [-9, 4, 0, -2, -4, -3, -7, 13], [13, -5, -4, 3, 13, 0, -15, 14], [-4, -3, -6, 0, 2, -3, 7, -18], [-15, 5, -4, -10, 6, 4, 1, -39], [-6, 5, 1, -9, 2, 15, 2, -9], [23, -7, 10, 1, 15, 8, 3, 12], [4, 10, -2, -8, -2, -11, 6, 2], [-20, 2, -4, 8, 1, -9, -1, 17], [-1, -7, -3, 1, 6, 6, -5, 14], [13, 5, 4, 9, 9, 6, 7, 2], [-4, 14, -2, -8, 12, 3, -1, -11], [-20, 8, 1, -2, -8, -9, 6, -17], [14, -2, 3, -17, 9, -7, -6, 6], [19, 23, -8, 7, 1, -6, 4, -12], [-2, -6, 6, 0, 12, 5, -9, 4], [10, 1, -8, 11, 8, 11, -2, -2], [31, -4, 4, -3, -3, 2, -13, 16], [0, 12, 0, -15, 0, -7, 7, -5], [-13, 2, 0, 8, 15, 7, 1, 4], [-8, -12, -3, 0, 7, -2, -9, 0], [16, -6, 3, 3, 8, -10, -6, 9], [-17, 1, -5, 0, -8, 5, -7, -10], [7, -2, 6, -2, -11, 5, 2, 15], [15, 1, -4, -3, -1, 9, -2, -2], [2, 13, 7, -4, -3, -2, 0, 0], [-23, 2, -2, -5, 9, 10, 10, -2], [-22, 1, 6, -11, 8, -1, 1, -4], [-11, 10, 4, -3, -3, -2, 9, -4], [15, -10, 4, -9, 1, 5, -1, -5], [-27, 9, -3, -15, -2, -5, 5, -22], [18, 11, 7, 2, -2, -1, -1, 11], [10, -12, -10, -4, -15, -5, 2, 3], [-24, -14, -1, -7, -15, 3, 1, -12], [-6, -6, 17, 10, -13, -3, -8, -2], [-6, 13, -2, -5, 6, 3, -4, -42], [-19, 0, -12, 2, 3, -8, 3, 13], [-34, 2, -3, 0, 4, 3, -8, -19], [17, -13, -7, -3, -18, -5, 1, -4], [-12, 5, 7, 1, 7, -1, -6, 6], [13, -10, 9, 6, -16, -1, 2, -3], [9, 5, -6, -6, -8, -15, 2, 5], [4, -5, -5, -13, 1, 0, -3, 2], [-18, -12, 0, 11, -4, 8, -1, -10], [-6, -8, 1, -3, -1, 3, 13, 0], [14, 7, -2, 1, 12, -5, -5, 38], [8, -2, 1, 2, -6, -9, -5, -5], [4, 17, -9, 13, 3, -1, 4, 16], [-15, 17, 12, 9, 11, 15, -3, -12], [4, -3, -9, -9, 1, -6, 0, 16], [-20, 5, -5, -9, 6, 7, 3, -19], [0, -12, 7, -4, -10, -5, 5, -5], [32, 5, 0, -1, 6, -6, -6, 34], [7, 12, -5, 11, 10, 1, -4, 21], [-11, -13, 2, 4, -11, 2, -1, -28], [-5, -4, 15, -4, 0, 3, -3, -33], [-7, 0, -7, -5, 1, -3, -12, -11], [-7, 7, 8, -5, 7, 9, -4, -16], [25, -13, 10, 2, -3, 5, -3, 32], [5, 3, 22, -1, 19, 5, -4, -6], [1, 8, 6, 1, -3, 5, -3, -20], [31, -3, 14, 5, 7, -2, -2, 5], [-1, -12, 1, 4, -7, 3, -7, 9], [10, 11, 1, -2, 3, -3, -3, 18], [26, 19, 11, 5, 3, -8, -3, 6], [22, -8, 1, 1, 17, 6, 5, 22], [8, 3, -5, 9, -3, -5, -5, 30], [-10, 9, -13, 2, -9, 5, 2, -24], [-1, 8, -3, 7, 10, -1, -2, 13], [22, 3, -5, -1, 6, 7, -5, 1], [19, -14, 4, 3, -8, -10, -5, -13], [29, 14, -2, -1, 13, -6, -7, 4], [23, 7, 7, 6, 9, 7, -10, -5], [50, 1, 7, -4, 12, -3, 3, 13], [-33, -1, 14, -4, -13, -7, 7, -22], [34, 10, 1, -5, -3, 5, -2, 10], [-26, 11, -3, -10, -11, -5, 7, -3], [-13, -1, -4, -8, 3, 8, 1, -32], [28, -6, -2, 1, -3, 2, -12, -1], [-23, -13, 5, 0, 8, 1, -11, 6], [11, -2, -3, 8, 10, -2, -3, -12], [11, 3, 1, -2, -5, -4, 5, 11], [-27, 14, 5, 7, -6, -1, -4, -24], [2, 10, -11, -9, -1, -2, 11, -3], [3, 3, 2, -8, 3, 0, 5, -36], [11, 8, 5, -8, -4, -1, -1, -4], [7, -1, -6, -7, -22, -8, -5, 3], [-28, 2, -1, 7, -13, 1, 7, -18], [-30, 6, -4, -16, 0, -7, 11, -23], [16, 17, 1, -2, 17, -8, 3, 0], [17, 0, -4, -10, -7, -4, 7, -1], [28, 10, 5, -1, 11, 1, -7, 13], [23, 4, 0, 4, 1, -3, -10, 6], [-19, -7, -1, -5, 6, 0, -6, -2], [-14, -2, 4, -1, -20, -15, -7, -6], [-7, -18, 5, -6, -18, 3, 2, 12], [-21, 4, -8, -7, 5, 2, 12, -5], [52, 5, -1, -11, 3, -4, 6, 2], [11, 10, -3, -16, 4, 7, -5, -22], [-32, 0, -5, -6, -13, -6, 9, -14], [-4, -8, -17, 3, 11, 0, -5, 10], [20, -1, 6, 12, -10, 1, 0, 33], [-52, -2, 1, -12, -13, -9, 9, -2], [-16, -3, -1, -2, -11, -7, 1, 8], [-11, 5, 1, -7, -12, -7, 19, -12], [13, -7, -4, 24, 14, 4, -11, -11], [-23, 1, -1, -5, 5, -3, -8, 11], [-9, -1, -2, 5, 5, 11, -4, -20], [-10, -6, -2, 3, -2, -3, 6, -25], [30, -15, -3, 4, 8, 4, 1, 33], [-17, 1, -2, 2, 1, 13, -6, -2], [7, -9, 11, 1, -1, -13, -1, 21], [-23, 12, -5, 4, -8, -4, 15, -12], [-12, -9, -4, -8, 2, -11, 2, -14], [4, -3, 6, -13, -2, 1, -1, 11], [-27, 14, -4, -5, -3, -3, 11, -16], [14, 0, -2, -8, 8, 1, -5, 16], [28, 6, 4, -12, -5, -9, 15, -1], [-15, -14, 7, -12, -14, 4, -8, -14], [-16, 9, -4, -12, -2, -2, 3, -10], [-76, 5, -7, -11, -15, -7, 6, -24], [25, 16, 4, 13, -1, 3, -5, 14], [-7, 4, 4, -9, -13, -19, 7, 2], [-5, -8, 8, -3, 9, 3, -10, -16], [15, 2, -10, -3, -11, -4, 2, 3], [-6, -2, -6, -10, 2, 0, -5, -2], [1, 5, -5, -13, -6, 1, 8, -2], [-17, -1, -10, 9, -4, -7, 12, 5], [-31, 3, -11, -11, 2, 3, 6, -36], [11, 2, 9, 4, 5, 14, -7, -3], [36, 9, 0, 17, 14, 11, -4, 14], [-22, -11, -12, 8, 6, 6, 9, 10], [-13, 13, -7, 8, 26, 0, -6, 2], [-32, -9, 2, -6, 0, 0, -8, -8], [15, -7, -6, 19, 15, 2, -16, 8], [12, -7, -3, -2, -15, -4, 4, 7], [15, -3, 18, -4, 7, 5, -8, -12], [-3, 5, 0, -4, -13, -4, 13, -14], [-11, -13, 4, -14, -17, -10, 9, -10], [-33, 13, 13, -1, -4, 6, 8, -9], [48, 6, -3, 24, 7, 4, -2, 19], [-11, -3, 5, -3, -24, -8, 8, -10], [14, -11, -4, -1, -4, -7, 6, -10], [-1, 2, 11, 7, -4, 5, 1, -16], [-16, 6, 22, 0, 8, 12, -14, -12], [4, 1, -6, -11, 2, 2, 19, -5], [35, 10, -4, 17, 9, 10, -10, 22], [-14, -5, 23, -6, -3, -2, 2, 6], [25, 4, -1, -8, 2, -11, 4, -22], [19, 16, 0, -3, 11, -5, 0, -20], [-49, 7, -7, -22, -18, -2, 13, -3], [26, 2, -7, -7, -3, 0, 12, 29], [-7, 8, 2, 18, -2, -4, 1, -1], [6, 7, 5, -10, 19, 13, -8, -14], [5, 6, 12, -4, 5, -9, -5, 37], [34, 4, 1, -6, 0, -3, 10, 17], [-36, 5, -8, 9, -2, 2, 10, -5], [18, 11, 16, 0, 2, -2, -12, -13], [-14, 1, 2, 6, -3, 9, -2, 15], [-4, 3, -2, -2, -15, -4, 0, 9], [17, 0, -2, 9, 23, 2, -12, 16], [-28, -2, 1, -16, -21, -3, 3, -14], [0, -9, -1, 2, 2, -6, -5, 29], [12, 21, -4, 0, 14, 4, -11, -15], [17, -10, -13, 12, 0, 2, -7, 28], [9, -5, 7, 4, -4, -16, -12, 36], [-6, -22, 14, 6, -7, 7, 0, -25], [56, -16, -2, 1, 6, 2, -11, 42], [11, -8, 6, -19, -6, -15, -1, -23], [19, 11, -3, 4, 10, 12, -5, 2], [-7, 22, -10, -2, -7, 7, 16, -10], [19, 6, 4, 13, 9, 0, 0, -9], [18, 14, -4, -11, -10, -18, 3, 8], [16, -9, 0, 4, -13, 2, -9, 47], [4, 1, 2, 2, -10, 0, 6, 13], [-15, -16, 5, 0, -6, -11, 2, 18], [4, -15, -10, -4, -4, -5, -8, -8], [10, 2, 12, -4, -24, -7, 12, -9], [23, -23, 7, 1, -6, -9, -11, 2], [2, 0, 0, 19, 4, -11, -6, -2], [8, -7, 5, -7, 1, -4, -3, -7], [-11, 2, -4, -6, 5, 20, 3, -34], [-3, 4, 3, 3, 2, 15, 3, -21], [-11, 6, 2, -8, -2, 2, -7, -7], [-3, -9, 10, 15, 9, 9, -1, -10], [8, 5, -6, 2, 14, 8, -4, 33], [-19, -23, 14, -10, -21, 4, 4, 12], [31, -10, 5, 1, 11, -7, 1, 35], [-48, 18, -2, -9, 4, 7, 4, -18], [30, 0, 11, -2, 16, 13, 2, -1], [3, 3, 14, 14, 0, -9, 1, 17], [-8, -18, 0, 6, -26, -2, 5, 2], [18, -9, 11, -19, 7, 10, 1, 10], [11, 8, -14, 9, 12, 8, -2, -19], [33, -24, -4, 0, -13, -4, -7, -12]], 'char_orbit_index': 1, 'field_poly': [4, 2, -29, 3, 38, -4, -14, 0, 1], 'hecke_orbit_code': 171136785873641222, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 61, 61, 61, 61, 61, 122], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [4, 1, 0, 0, 2, 1, 0, 0], [2, 9, 1, 0, 1, 1, 2, 2], [36, 16, 1, -2, 23, 10, 1, 0], [41, 98, 10, -1, 21, 17, 25, 26], [382, 220, 17, -25, 253, 108, 22, 8], [630, 1118, 108, -22, 342, 237, 278, 290]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [77, -511, -182, 479, 97, -101, -9, 6], [-312, -131, 804, 145, -336, -74, 23, 5], [-159, -126, 398, 200, -251, -121, 17, 9], [74, 191, -735, -400, 502, 242, -34, -18], [20, 261, -14, -789, 45, 316, 4, -23], [-154, -625, 547, 1360, -438, -652, 18, 49]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '7942.2.a.bm', 'level': 7942, 'maxp': 2999, 'weight': 2}
-
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{'AL_dims': [[[[2, 1], [11, 1], [19, -1]], 37, 7], [[[2, -1], [11, -1], [19, -1]], 41, 8], [[[2, 1], [11, -1], [19, -1]], 37, 10], [[[2, 1], [11, -1], [19, 1]], 34, 5], [[[2, -1], [11, 1], [19, 1]], 39, 7], [[[2, 1], [11, 1], [19, 1]], 35, 7], [[[2, -1], [11, 1], [19, -1]], 32, 6], [[[2, -1], [11, -1], [19, 1]], 30, 6]], 'ALdims': [35, 37, 34, 37, 39, 32, 30, 41], 'Nk2': 31768, 'analytic_conductor': 63.41718928530088, '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': [7942, 1, [5777, 6139], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1101, 'dim': 285, 'eis_dim': 79, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 13], 'hecke_orbit_code': 33562374, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 6, 6, 8, 8, 8, 8, 8, 8, 12, 12, 12, 12, 12, 12, 15, 15, 15, 15, 16, 16], 'label': '7942.2.a', 'level': 7942, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11, 19], 'level_radical': 418, 'mf_dim': 1180, 'mf_new_dim': 285, 'num_forms': 56, 'plus_dim': 134, 'prim_orbit_index': 1, 'relative_dim': 285, 'sturm_bound': 2280, 'trace_bound': 7, 'trace_display': [-1, 0, -6, 8], 'traces': [285, -1, 0, 285, -6, -4, 8, -1, 281, -6, -1, 0, 2, 0, 16, 285, 14, 3, 0, -6, 16, 1, 20, -4, 287, -10, 0, 8, -6, -8, 4, -1, 0, -2, 8, 281, 14, 0, 56, -6, -2, 0, 20, -1, 18, -16, 28, 0, 285, 1, 32, 2, 14, 8, -6, 0, 0, -18, 8, 16, -6, 0, 48, 285, -12, -4, -8, 14, -16, 8, 12, 3, 14, 2, -32, 0, -8, 24, 16, -6, 309, -18, -4, 16, -52, 4, 56, 1, 26, 10, 16, 20, 8, 0, 0, -4, -38, 23, -13, 287, 50, 16, 36, -10, -24, -22, -28, 0, 18, 6, 0, 8, -14, 0, 0, -6, -30, 12, -24, -8, 285, 50, 40, 4, -12, -16, 24, -1, -8, -4, -4, 0, 0, 4, 48, -2, -22, 48, 52, 8, -88, 40, 14, 281, 20, -2, -32, 14, -6, 76, 48, 0, 6, 8, 40, 56, -6, 16, 16, -6, -72, 23, 44, 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16, 206, 0, 180, -16, 36, 4, 48, -398, 592, -276, 456, 64, 192, 84, -12, -24, 108, 200, -1384, -16, 0, 160, 200, 0, 496, 404, 184, -66, 218, 104, -208, 44, 6, 200, 2, -28, -840, -62, 0, 0, -208, 300, -264, 120, 318, 96, 468, 0, -192, -48, -88, 64, 100, -18, 48, 140, -48, -200, 0, 86, -376, -294, 320, -76, -1486, 160, 192, -2, 92, 352, 200, 32, -26, 212, 496, 8], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1371508
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 39, 'source_is_minimal': True, 'source_label': '7942.2.a.bm', 'source_level': 7942, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 39, 'target_is_minimal': True, 'target_label': '7942.2.a.bm', 'target_level': 7942, 'twist_class_label': '7942.2.a.bm', 'twist_class_level': 7942, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1371509
{'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 39, 'source_is_minimal': True, 'source_label': '7942.2.a.bm', 'source_level': 7942, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 44, 'target_is_minimal': True, 'target_label': '7942.2.a.br', 'target_level': 7942, 'twist_class_label': '7942.2.a.bm', 'twist_class_level': 7942, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4616325
{'charpoly_factorization': [[[1, 1], 8]], 'hecke_orbit_code': 171136785873641222, 'p': 2}
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id: 4616326
{'charpoly_factorization': [[[-19, -58, 2, 87, 13, -34, -7, 4, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 3}
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id: 4616327
{'charpoly_factorization': [[[9, 126, -167, -154, 134, 25, -22, -1, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 5}
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id: 4616328
{'charpoly_factorization': [[[36, 114, -77, -226, 98, 71, -22, -4, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 7}
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id: 4616329
{'charpoly_factorization': [[[-1, 1], 8]], 'hecke_orbit_code': 171136785873641222, 'p': 11}
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id: 4616330
{'charpoly_factorization': [[[10604, 31494, 19105, 1281, -1903, -486, 3, 12, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 13}
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id: 4616331
{'charpoly_factorization': [[[-9424, 9356, 2559, -4143, 319, 344, -44, -7, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 17}
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id: 4616332
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 171136785873641222, 'p': 19}
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id: 4616333
{'charpoly_factorization': [[[119291, -58153, -31934, 10686, 2698, -518, -96, 6, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 23}
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id: 4616334
{'charpoly_factorization': [[[128304, -22248, -39773, 1804, 3468, -14, -110, -1, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 29}
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id: 4616335
{'charpoly_factorization': [[[25821, -30753, -4217, 9620, 1046, -595, -72, 8, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 31}
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id: 4616336
{'charpoly_factorization': [[[12889, 32390, 21984, 3261, -1503, -482, -1, 12, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 37}
-
id: 4616337
{'charpoly_factorization': [[[-21796, -60480, -64835, -34604, -9476, -1085, 36, 18, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 41}
-
id: 4616338
{'charpoly_factorization': [[[-22900, 44450, -14685, -11750, 5014, -3, -140, 4, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 43}
-
id: 4616339
{'charpoly_factorization': [[[-1709159, 535851, 399323, -165800, 6011, 2915, -198, -13, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 47}
-
id: 4616340
{'charpoly_factorization': [[[-1025, -375, 2465, 135, -1569, 433, 33, -17, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 53}
-
id: 4616341
{'charpoly_factorization': [[[442775, 952000, 366370, 2505, -18349, -2306, 87, 26, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 59}
-
id: 4616342
{'charpoly_factorization': [[[22716, -68856, 83, 16701, 1888, -688, -93, 7, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 61}
-
id: 4616343
{'charpoly_factorization': [[[13275, 134550, 203060, 94055, 7961, -1936, -243, 6, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 67}
-
id: 4616344
{'charpoly_factorization': [[[283376, -919060, 697817, -201407, 17214, 1893, -306, -3, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 71}
-
id: 4616345
{'charpoly_factorization': [[[-2105476, 7435502, 18391, -586207, 58658, 3556, -479, -5, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 73}
-
id: 4616346
{'charpoly_factorization': [[[-27251316, -8139816, 870805, 397330, 4501, -5518, -278, 16, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 79}
-
id: 4616347
{'charpoly_factorization': [[[-32644, 11952, 34409, -6248, -8337, -1226, 61, 21, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 83}
-
id: 4616348
{'charpoly_factorization': [[[-251299, -115903, 151904, 63257, -9182, -3716, -169, 16, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 89}
-
id: 4616349
{'charpoly_factorization': [[[68364, 277632, -271591, -83040, 21956, 4304, -350, -15, 1], 1]], 'hecke_orbit_code': 171136785873641222, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 39, 'label': '7942.2.a.bm', 'level': 7942, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 272593000
{'hecke_orbit_code': 171136785873641222, 'n': 1, 'trace_an': 8}
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id: 272593001
{'hecke_orbit_code': 171136785873641222, 'n': 2, 'trace_an': -8}
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id: 272593002
{'hecke_orbit_code': 171136785873641222, 'n': 3, 'trace_an': -4}
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id: 272593003
{'hecke_orbit_code': 171136785873641222, 'n': 4, 'trace_an': 8}
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id: 272593004
{'hecke_orbit_code': 171136785873641222, 'n': 5, 'trace_an': 1}
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id: 272593005
{'hecke_orbit_code': 171136785873641222, 'n': 6, 'trace_an': 4}
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id: 272593006
{'hecke_orbit_code': 171136785873641222, 'n': 7, 'trace_an': 4}
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id: 272593007
{'hecke_orbit_code': 171136785873641222, 'n': 8, 'trace_an': -8}
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id: 272593008
{'hecke_orbit_code': 171136785873641222, 'n': 9, 'trace_an': 6}
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id: 272593009
{'hecke_orbit_code': 171136785873641222, 'n': 10, 'trace_an': -1}
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id: 272593010
{'hecke_orbit_code': 171136785873641222, 'n': 11, 'trace_an': 8}
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id: 272593011
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