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{'Nk2': 14196, 'analytic_conductor': 28.33890767735241, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [7, -1], [13, -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': [3549, 1, [1184, 1522, 3382], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 121819537, 'field_disc_factorization': [[7, 4], [113, 1], [449, 1]], 'field_poly': [-728, -252, 224, 55, -25, -3, 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, -2, -1, 1]], [5, [-728, 252, 224, -55, -25, 3, 1]]], 'hecke_orbit': 26, 'hecke_orbit_code': 112589990717820381, 'hecke_ring_generator_nbound': 5, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '3549.2.a.z', 'level': 3549, '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': False, 'level_primes': [3, 7, 13], 'level_radical': 273, 'minimal_twist': '3549.2.a.y', 'nf_label': '6.6.121819537.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{2}q^{2}-q^{3}+(-1-\\beta _{2}+\\beta _{4})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3549.2.a', 'trace_display': [2, -6, -3, 6], 'trace_hash': 1302859694154408020, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.415', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '81.641', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1853.121', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, 'traces': [6, 2, -6, -2, -3, -2, 6, 0, 6, -1, 0, 2, 0, 2, 3, -10, -9, 2, -11, 1, -6, 7, -11, 0, 29, 0, -6, -2, -10, 1, -7, -8, 0, -10, -3, -2, 20, -6, 0, 0, 10, -2, -9, 0, -3, 8, -36, 10, 6, -9, 9, 0, -12, -2, -29, 0, 11, 6, 41, -1, -24, 0, 6, 8, 0, -7, -15, 10, 11, -1, -13, 0, -25, 2, -29, -1, 0, 0, -16, 5, 6, 1, 2, 2, 33, 4, 10, -14, -15, -1, 0, 13, 7, -33, -23, 8, -10, 2, 0, -19, -30, 10, 29, 0, 3, -18, 4, 2, 19, -33, -20, -10, -12, 6, 34, -13, 0, -19, -9, 0, 28, 13, -10, 0, -57, 2, 8, -14, 9, 0, -54, 0, -11, 2, 3, 21, 59, -8, -47, 1, 36, -23, 0, -10, -53, -34, -6, -23, -40, 9, 36, 0, -9, 7, -83, 0, 8, -17, 12, 4, -11, 2, -9, 20, 29, -25, -17, 0, 0, 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mf_hecke_nf • Show schema
Hide schema
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-47, -1], [7, -9, -1, 7, -30, -3], [-4, 4, 6, -4, -9, -1], [-30, 6, -39, 1, 24, 5], [4, 10, 15, 1, -2, 8], [1, 1, 3, -5, 11, 0], [-12, 0, -7, -1, -6, -4], [-22, 10, -4, -1, -4, -1], [27, -17, -7, 1, 2, -1], [5, 1, 25, -9, -32, -7], [27, -7, 4, 6, 12, -3], [18, 0, 4, 0, 2, 3], [8, 6, -17, 8, 8, 1], [29, -19, 7, -1, -8, -10], [14, -6, 19, 9, -2, 7], [11, 1, -25, 1, 30, 6], [3, 12, 2, 5, -9, 11], [-3, 0, -41, 0, -1, -3], [-25, -3, -24, -2, 6, -8], [14, -2, -2, 1, 8, 1], [21, 11, 12, 1, -24, 0], [-2, -4, -28, 4, 0, 3], [-27, -1, -8, 0, 2, -6], [-16, 10, 1, -3, -17, 3], [-6, -4, 14, 6, -16, -4], [0, -10, 3, 3, -20, 0], [-9, 1, 17, 3, -28, -12], [-11, 11, -19, 1, -3, 8], [22, -2, -14, 7, -8, 3], [23, 7, 29, 5, -24, -6], [-6, 2, -7, -1, 1, 1], [34, 4, 22, -8, -24, -3], [18, 6, -5, -3, 14, 7], [-2, 14, 20, 2, -4, 2], [-3, 17, 14, 13, -20, 17], [19, 7, 36, -11, -2, -5], [-5, -1, 1, 5, -2, 6], [-11, -7, -21, -1, 6, 9], [0, -3, 5, -2, -25, 6], [17, 0, 2, 3, -3, 4], [-14, 4, 0, 0, -8, -8], [38, -4, 26, 5, -18, -2], [-10, 0, 13, 3, 20, 3], [-4, 20, 1, 1, -17, 8], [10, -6, 17, -4, -28, -2], [-16, -12, -9, 6, 16, 0], [-47, 3, 8, 8, 16, 2], [15, 3, -1, 10, -12, -4], [0, -8, 11, 5, -15, 4], [-21, 11, -17, -9, 4, -5], [-11, -12, -2, -7, 7, 0], [-35, 7, 6, -2, -28, -4], [29, 5, 4, 4, 1, -6], [-18, 6, 0, 4, -6, -5], [18, -4, 1, 1, -20, 0], [8, 10, -16, -2, 18, -5], [4, 12, 15, -5, -30, -2], [-28, -13, -9, -4, 25, -2], [-12, -4, -22, 15, 36, 3], [-53, 4, -6, -5, 3, 2], [-16, 10, -18, 6, 6, -6], [-18, 2, -21, -5, 44, 8], [11, -3, -19, 7, 15, 5], [8, 14, 9, 9, -22, 6], [20, 0, 58, -1, -20, -1], [-33, 7, -52, 4, 24, 3], [-37, -1, 18, 0, 29, 2], [-14, 8, 10, 4, -4, -1], [-11, -9, -26, 12, -4, 3], [-46, 16, -7, 1, 6, 6], [-28, 4, 7, 1, 2, 13], [1, 3, -15, 13, 7, 4], [-15, -5, 27, 1, -6, 0], [10, 8, 9, 3, 8, 2], [-16, 6, 9, 0, 14, 7], [-30, -2, -3, -9, 11, -2], [-11, -3, -43, 3, 36, 0], [-25, 2, 7, 2, 5, -8], [5, -15, -9, -1, -14, -1], [12, -6, 21, -3, -22, 0], [20, -2, -6, -8, -22, -9], [23, -9, -9, -3, -14, -12], [13, 5, -19, 1, 25, 7], [-14, 0, 3, 1, 1, -1], [33, 1, 37, 5, -38, -2], [12, 4, -31, 7, -8, 3], [0, 4, -26, 2, 24, 12], [12, -9, 15, -2, -29, -15], [26, -10, 42, -9, -30, -5], [17, 5, -11, -5, 7, -4], [-4, -2, -12, -5, 6, 0], [34, -2, 32, -6, -16, -3], [-49, -1, -15, -3, 26, 3], [-3, -7, -2, -8, 16, -2], [-30, 8, -2, 4, -16, 13], [36, -4, 9, 7, -34, -2], [7, 14, -19, 2, 3, 5], [-37, 3, 4, -2, 16, 10], [-26, -3, -30, -1, -1, -13], [-21, 1, -18, 10, 20, 1], [9, 5, -4, 10, 4, -1], [7, -3, 7, -9, -4, 9], [-13, 19, -11, 7, 7, 3], [-28, -8, -12, 0, 4, 1], [14, 0, 10, 8, -10, -2], [-13, 15, -16, 0, 8, 8]], 'char_orbit_index': 1, 'field_poly': [-728, -252, 224, 55, -25, -3, 1], 'hecke_orbit_code': 112589990717820381, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 2, 2, 4, 4], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [10, 1, 2, 0, 0, 0], [10, 11, 2, 2, 0, 0], [114, 21, 38, 4, 4, 0], [214, 139, 70, 46, 12, 4]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [-10, -1, 1, 0, 0, 0], [0, -10, -1, 1, 0, 0], [76, 18, -17, -2, 1, 0], [-92, 72, 39, -17, -3, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '3549.2.a.z', 'level': 3549, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'ALdims': [18, 21, 18, 21, 25, 15, 11, 27], 'Nk2': 14196, 'analytic_conductor': 28.33890767735241, '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': [3549, 1, [1184, 1522, 3382], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 457, 'dim': 156, 'eis_dim': 55, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 33557981, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 6, 6, 8, 8, 8, 8, 9, 9, 15, 15], 'label': '3549.2.a', 'level': 3549, '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': False, 'level_primes': [3, 7, 13], 'level_radical': 273, 'mf_dim': 512, 'mf_new_dim': 156, 'num_forms': 34, 'plus_dim': 65, 'prim_orbit_index': 1, 'relative_dim': 156, 'sturm_bound': 970, 'trace_bound': 5, 'trace_display': [0, 0, 8, -2], 'traces': [156, 0, 0, 152, 8, -4, -2, 0, 156, 8, 0, 8, 0, -2, 0, 152, 16, 0, -8, 40, -2, 24, 8, -12, 180, 0, 0, -6, 8, 8, 8, 40, 0, 32, 4, 152, -16, -8, 0, 16, 16, 2, 24, -16, 8, -16, 0, 32, 156, -24, 0, 0, 8, -4, 32, -18, -16, 0, 24, 16, -16, 32, -2, 168, 0, 24, 0, 32, -16, 4, -24, 0, 8, 56, 0, 64, 0, 0, 32, 48, 156, 0, 16, -6, -40, -48, 16, 120, 40, 8, 0, 32, -32, -32, 32, -28, 8, 0, 0, 192, 16, 16, 0, 0, 4, 32, -8, 8, -16, -88, -16, 2, 8, 8, 24, 56, 0, 40, -12, 72, 164, -72, 8, 48, 24, -2, -24, 24, 0, 0, 16, 56, -8, 24, 0, 64, 40, 40, 16, 44, -16, 48, 0, 152, 40, 64, 0, 0, 32, 12, -32, -72, 16, -16, -48, 0, 32, -120, 0, 96, -8, 0, 56, -40, 16, -56, -80, 18, 0, -408, -8, 112, -264, 24, 2, -24, -8, -296, 40, 40, 80, 0, 16, -64, -264, 64, -32, -48, -2, 80, 56, 72, -48, -272, 0, 152, 0, 24, 48, -56, 16, 0, -12, 0, -216, -88, 8, 0, 48, 12, 32, -40, 48, 32, -56, -12, 16, -224, 0, -32, 0, 0, 8, -58, 180, -48, 8, -48, 16, 40, 8, 32, -264, 0, 72, 112, 0, 20, 32, 40, -8, 8, 0, 40, 8, 56, 0, -16, 0, -112, 32, -6, -8, -72, 0, 232, 16, 64, 20, 0, 8, -128, 48, 56, 8, 40, 32, 32, -248, 8, 32, 16, 0, 56, 72, -72, -8, 56, 8, 36, 56, -16, 120, 0, -8, 0, 20, 40, 220, -304, -16, -96, 56, -4, 24, -148, 0, -244, 0, -8, -8, -300, 40, 128, 56, 32, 24, -268, -24, -96, 208, 0, -224, -48, 4, -132, 0, -8, -56, 104, 0, 24, 40, 152, 0, -164, 16, -72, -24, -56, 40, -80, -16, 8, -72, -30, 64, 0, 72, -32, 152, -8, -2, -16, 32, -16, 16, -40, -56, 2, 0, -92, 64, 0, 80, -24, 4, 112, 48, 16, 212, 64, 32, 0, -152, -48, 32, -260, 16, -96, -12, -32, 96, 80, 24, 56, 0, 2, 24, 128, 0, -16, -136, -116, -40, -196, 24, -32, 32, 0, -24, 0, 56, -120, -72, -16, 72, -128, 8, 256, 64, -72, 0, 48, 8, -280, 8, 64, 56, 88, -24, 184, 64, -16, 56, 0, -24, 0, 96, 44, -72, 72, 0, -128, -208, 88, -4, -300, 0, 104, -64, 32, 64, 64, 0, -16, -72, 32, 8, -136, 156, 0, 96, -96, 48, 152, -8, 74, -16, -24, 160, -92, -16, -16, 0, -8, -88, -208, 0, 64, 0, 16, -80, 264, 56, 112, 8, 0, 40, 56, 32, -48, -40, -88, -80, 52, 8, -260, -16, 136, 0, 280, 8, 360, 96, -4, 40, -104, 16, 8, 80, -32, -272, 0, 32, 160, -56, 112, -8, -32, -64, 80, -32, -18, -8, -52, 0, -16, 104, 0, 20, 336, -16, 64, -16, 64, 48, -12, 40, 0, 64, 0, 144, 168, -30, -112, -88, 144, 260, -192, 24, 16, 0, 40, 0, -132, 56, 0, 0, 16, 0, 160, 64, 112, 24, 0, 104, 80, -16, 240, -56, 8, -16, 32, 120, 184, -120, 32, 0, 68, 48, -8, 112, -48, -8, 240, -2, -260, -160, 16, 192, 0, -56, 12, -8, 168, 64, 0, 48, -32, 16, -40, 72, 440, 0, 32, -144, 8, 120, 72, 24, -80, 8, 24, 40, 96, -8, 0, 88, -92, 48, -324, 0, 0, -56, -80, 80, 16, -4, 64, 0, 32, -72, 224, 64, 0, -32, 136, 128, 128, -16, 0, -44, 0, 300, 200, 72, 296, -16, 4, -24, -168, 80, -504, -16, -576, 0, -212, -24, -568, 48, -8, 32, -8, -24, -504, -40, 0, 160, 0, 0, 128, -256, -600, 56, 96, 8, -40, 16, -16, -72, 8, 0, -408, -32, 56, 72, -288, -16, -144, 128, 18, 96, -40, 0, 0, -760, 56, 52, -936, 8, -112, 72, 64, -888, -2, 32, 304, 0, -608, -88, -608, 0, -48, 72, 72, 96, -264, 40, -58, -944, 0, 192, -240, 112, -608, 76, -48, 24, -168, 32, -896, -88, 60, 0, -316, -128, 128, -8, 48, -32, 96, 32, -408, -880, -92, 152, 0, 156, -208, 160, 0, 104, 24, 0, -32, -40, 0, 120, -664, 0, -44, -32, -472, -224, 56, 16, -176, -32, 96, 144, -88, 176, 0, 136, -6, -744, -276, 112, 144, -88, -24, 52, 112, -40, -632, 0, 240, 168, -40, 80, -96, -32, -48, 16, -736, -28, -96, 128, 0, 0, 160, 16, 152, -40, 80, 56, -16, -48, -192, 12, 120, 0, -280, 112, 224, -752, -56, -56, -256, 40, -180, -8, 128, 64, 0, 96, 0, 48, 8, 96, -20, 16, 112, 64, -520, 104, -24, 0, -824, 104, -136, 208, -216, 48, -16, 0, 32, 152, 24, -16, 0, 16, -8, 144, 496, -32, 112, 88, -20, 388, 216, 88, -280, 0, -32, 38, -324, 56, 208, 0, -8, 56, 20, 32, -48, 168, 0, 200, -144, 44, 16, -168, -28, -64, -216, 48, -8, 168, -24, 0, -368, 8, -552, 48, -48, -120, -104, 0, 288, 112, 0, 48, 0, 112, 48, -16, 48, -80, 72, 0, -128, 56, 136, 40, -398, 0, -176, 184, 192, -824, 40, -8, -16, -232, -568, 120, 0, 16, 0, 136, -192, 176, 104, -16, -48, 0, 16, 192, 240, -16, 112, 0, -32, 16, 320, 0, -208, 24, -128, -8, -688, 40, 208, 184, 0, 8, -72, 80, -232, 24, 40, -48, 40, 4, -396, 40, -128, 0, 128, 72, 60, -384, 32, 80, 176, -32, 416, 28, -80, 68, 0, -8, -192, -776, 32, -24, -88, 32, -64, 224, 8, 48, -104, 0, -192, -80, 40, 184, 40, -16, 96, -80, 104, 240, 112, 48, 0, 216, -88, 360, 232, 48, -8, -24, 0, 0, -164, -16, -432], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 1116678
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 26, 'source_is_minimal': True, 'source_label': '3549.2.a.z', 'source_level': 3549, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 25, 'target_is_minimal': True, 'target_label': '3549.2.a.y', 'target_level': 3549, 'twist_class_label': '3549.2.a.y', 'twist_class_level': 3549, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1116679
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 26, 'source_is_minimal': True, 'source_label': '3549.2.a.z', 'source_level': 3549, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 26, 'target_is_minimal': True, 'target_label': '3549.2.a.z', 'target_level': 3549, 'twist_class_label': '3549.2.a.y', 'twist_class_level': 3549, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3237000
{'charpoly_factorization': [[[1, -2, -1, 1], 2]], 'hecke_orbit_code': 112589990717820381, 'p': 2}
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id: 3237001
{'charpoly_factorization': [[[1, 1], 6]], 'hecke_orbit_code': 112589990717820381, 'p': 3}
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id: 3237002
{'charpoly_factorization': [[[-728, 252, 224, -55, -25, 3, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 5}
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id: 3237003
{'charpoly_factorization': [[[-1, 1], 6]], 'hecke_orbit_code': 112589990717820381, 'p': 7}
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id: 3237004
{'charpoly_factorization': [[[-281, 434, 426, -42, -47, 0, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 11}
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id: 3237005
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 112589990717820381, 'p': 13}
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id: 3237006
{'charpoly_factorization': [[[-8, -192, -886, -451, -34, 9, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 17}
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id: 3237007
{'charpoly_factorization': [[[64, 256, -484, -231, 6, 11, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 19}
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id: 3237008
{'charpoly_factorization': [[[2353, 1439, -323, -259, -1, 11, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 23}
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id: 3237009
{'charpoly_factorization': [[[12649, 10696, 322, -734, -67, 10, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 29}
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id: 3237010
{'charpoly_factorization': [[[4472, 4676, 132, -665, -96, 7, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 31}
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id: 3237011
{'charpoly_factorization': [[[7267, 2053, -3208, 483, 80, -20, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 37}
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id: 3237012
{'charpoly_factorization': [[[-1856, -1776, 356, 431, -45, -10, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 41}
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id: 3237013
{'charpoly_factorization': [[[-108352, 21792, 5988, -903, -128, 9, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 43}
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id: 3237014
{'charpoly_factorization': [[[-302184, -156456, -24054, 263, 401, 36, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 47}
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id: 3237015
{'charpoly_factorization': [[[-39403, 16569, 2744, -909, -78, 12, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 53}
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id: 3237016
{'charpoly_factorization': [[[498568, 82236, -32312, 69, 495, -41, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 59}
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id: 3237017
{'charpoly_factorization': [[[-7384, -20204, -11518, -1429, 93, 24, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 61}
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id: 3237018
{'charpoly_factorization': [[[-39733, 27105, 75, -1683, -89, 15, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 67}
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id: 3237019
{'charpoly_factorization': [[[16457, 5425, -5509, -2421, -149, 13, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 71}
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id: 3237020
{'charpoly_factorization': [[[58024, 1432, -6574, -651, 146, 25, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 73}
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id: 3237021
{'charpoly_factorization': [[[-91141, 14004, 8802, -1480, -125, 16, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 79}
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id: 3237022
{'charpoly_factorization': [[[-218792, -22512, 13342, 519, -225, -2, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 83}
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id: 3237023
{'charpoly_factorization': [[[-51064, -48572, 27840, -2043, -265, 15, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 89}
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id: 3237024
{'charpoly_factorization': [[[11752, 10848, -1058, -1089, -87, 10, 1], 1]], 'hecke_orbit_code': 112589990717820381, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 26, 'label': '3549.2.a.z', 'level': 3549, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 66768829
{'hecke_orbit_code': 112589990717820381, 'n': 1, 'trace_an': 6}
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id: 66768830
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