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{'Nk2': 23400, 'analytic_conductor': 46.71248518244902, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 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': [5850, 1, [3251, 3277, 2251], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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': [[7, [2, 1]], [11, [4, 1]], [17, [-8, 1]], [23, [-6, 1]], [31, [0, 1]]], 'hecke_orbit': 35, 'hecke_orbit_code': 153122387364157146, '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': False, 'label': '5850.2.a.bi', 'level': 5850, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'minimal_twist': '390.2.a.e', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}-2q^{7}+q^{8}-4q^{11}+q^{13}+\\cdots', 'related_objects': ['EllipticCurve/Q/5850/bi'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5850.2.a', 'trace_display': [1, 0, 0, -2], 'trace_hash': 1998339653776309264, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.958', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.847', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.449', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, 'traces': [1, 1, 0, 1, 0, 0, -2, 1, 0, 0, -4, 0, 1, -2, 0, 1, 8, 0, -6, 0, 0, -4, 6, 0, 0, 1, 0, -2, 4, 0, 0, 1, 0, 8, 0, 0, 2, -6, 0, 0, 2, 0, 4, -4, 0, 6, 0, 0, -3, 0, 0, 1, -10, 0, 0, -2, 0, 4, -4, 0, -10, 0, 0, 1, 0, 0, -12, 8, 0, 0, 8, 0, 8, 2, 0, -6, 8, 0, 8, 0, 0, 2, 12, 0, 0, 4, 0, -4, 14, 0, -2, 6, 0, 0, 0, 0, 16, -3, 0, 0, 16, 0, 12, 1, 0, -10, 12, 0, 12, 0, 0, -2, 20, 0, 0, 4, 0, -4, -16, 0, 5, -10, 0, 0, 0, 0, -4, 1, 0, 0, -10, 0, 12, -12, 0, 8, -6, 0, -8, 0, 0, 8, -4, 0, 0, 8, 0, 2, 10, 0, 0, -6, 0, 8, 0, 0, -22, 8, 0, 0, -12, 0, 16, 2, 0, 12, -4, 0, 1, 0, 0, 4, 22, 0, 0, -4, 0, 14, 10, 0, 10, -2, 0, 6, 0, 0, -32, 0, 0, 0, 0, 0, 4, 16, 0, -3, -18, 0, 0, 0, 0, 16, -8, 0, 0, 12, 0, 1, 24, 0, -20, -10, 0, 12, 0, 0, 0, 12, 0, 0, 8, 0, 2, -2, 0, 20, -4, 0, 4, 0, 0, 4, 24, 0, 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30, 0, 0, -32, 16, 0, 0, -24, 0, 26, -64, 0], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1], [1], [0], [1], [0], [0], [-2], [1], [0], [0], [-4], [0], [1], [-2], [0], [1], [8], [0], [-6], [0], [0], [-4], [6], [0], [0], [1], [0], [-2], [4], [0], [0], [1], [0], [8], [0], [0], [2], [-6], [0], [0], [2], [0], [4], [-4], [0], [6], [0], [0], [-3], [0], [0], [1], [-10], [0], [0], [-2], [0], [4], [-4], [0], [-10], [0], [0], [1], [0], [0], [-12], [8], [0], [0], [8], [0], [8], [2], [0], [-6], [8], [0], [8], [0], [0], [2], [12], [0], [0], [4], [0], [-4], [14], [0], [-2], [6], [0], [0], [0], [0], [16], [-3], [0], [0]], 'ap': [[1], [0], [0], [-2], [-4], [1], [8], [-6], [6], [4], [0], [2], [2], [4], [0], [-10], [-4], [-10], [-12], [8], [8], [8], [12], [14], [16], [16], [12], [12], [12], [20], [-4], [-10], [-6], [-8], [10], [0], [-22], [16], [-4], [22], [10], [10], [0], [4], [-18], [0], [-20], [2], [-4], [4], [24], [-16], [2], [-6], [12], [2], [24], [16], [10], [6], [4], [-26], [-12], [-24], [-6], [-30], [10], [-14], [-24], [-28], [-14], [24], [36], [2], [-18], [-12], [-8], [-14], [-30], [-26], [-10], [-8], [0], [2], [-32], [16], [6], [-8], [6], [26], [28], [-32], [-26], [-42], [38], [10], [-18], [26], [-36], [-8], [20], [2], [24], [-6], [40], [-12], [36], [22], [-24], [22], [28], [10], [-6], [-10], [12], [-18], [-44], [-30], [42], [-2], [48], [-26], [-30], [-44], [-14], [-32], [-4], [-36], [-16], [-38], [30], [12], [-16], [6], [-22], [10], [38], [32], [-10], [-2], [-38], [10], [52], [-12], [-10], [40], [-46], [4], [36], [-12], [14], [18], [28], [-2], [-52], [20], [40], [30], [-18], [34], [4], [24], [14], [-38], [30], [-52], [0], [26], [-14], [54], [40], [20], [20], [-52], [32], [50], [-62], [18], [-32], [26], [-10], [-10], [54], [38], [4], [12], [-2], [52], [-50], [-8], [-58], [20], [28], [2], [-8], [-4], [-18], [-54], [38], [-14], [14], [0], [54], [-34], [-12], [-30], [-56], [0], [-38], [20], [58], [12], [48], [44], [-64], [-46], [-24], [-6], [12], [-14], [-62], [-60], [-30], [14], [-48], [18], [-16], [4], [8], [-28], [-70], [-44], [-16], [-38], [-36], [28], [14], [-30], [26], [-20], [-4], [68], [32], [-64], [46], [0], [-22], [-72], [26], [-54], [26], [-66], [48], [-6], [54], [24], [30], [-72], [38], [48], [-64], [-28], [44], [22], [-2], [-8], [54], [-42], [36], [74], [-22], [32], [12], [40], [30], [6], [12], [16], [-34], [74], [66], [4], [18], [28], [-44], [60], [50], [6], [-52], [6], [36], [-12], [-18], [40], [30], [24], [72], [66], [38], [-8], [42], [22], [-64], [32], [-12], [-44], [44], [-22], [56], [70], [-10], [54], [-14], [-76], [16], [-6], [-28], [-40], [-16], [-82], [-24], [-56], [-48], [-54], [-34], [-34], [-2], [68], [42], [70], [80], [-62], [-56], [12], [34], [-84], [-8], [18], [-26], [28], [6], [-84], [-54], [-8], [-66], [46], [-26], [76], [40], [18], [-10], [92], [42], [-72], [34], [16], [-56], [84], [-32], [80], [-42], [-58], [-22], [-24], [-52], [-22], [-18], [-14], [-22], [30], [-64], [-4], [44], [32], [-2], [-40], [80], [36], [42], [-46], [-70], [-30], [-62], [62], [-42], [-24], [52], [-50], [60], [-6], [26], [-6], [44], [-52], [96], [74], [64], [-18], [44], [-26], [80], [-92], [26], [70], [-42], [-16], [34], [86], [-56], [-40], [-14], [-26], [-72], [80], [-2], [-44], [-72], [-100], [-74], [-22], [-52], [22], [32], [-14], [-56], [-62], [-44], [-90], [-34], [-64]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 153122387364157146, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '5850.2.a.bi', 'level': 5850, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [13, -1]], 5, 4], [[[2, -1], [3, 1], [5, 1], [13, -1]], 3, 3], [[[2, 1], [3, 1], [5, -1], [13, -1]], 6, 3], [[[2, -1], [3, 1], [5, -1], [13, 1]], 4, 2], [[[2, -1], [3, 1], [5, -1], [13, -1]], 6, 3], [[[2, -1], [3, -1], [5, 1], [13, 1]], 6, 6], [[[2, 1], [3, -1], [5, -1], [13, -1]], 9, 7], [[[2, 1], [3, 1], [5, 1], [13, -1]], 3, 3], [[[2, 1], [3, -1], [5, 1], [13, -1]], 6, 6], [[[2, 1], [3, 1], [5, 1], [13, 1]], 6, 4], [[[2, -1], [3, 1], [5, 1], [13, 1]], 6, 4], [[[2, 1], [3, -1], [5, -1], [13, 1]], 7, 5], [[[2, -1], [3, -1], [5, 1], [13, -1]], 9, 7], [[[2, -1], [3, -1], [5, -1], [13, 1]], 9, 7], [[[2, 1], [3, 1], [5, -1], [13, 1]], 4, 2], [[[2, 1], [3, -1], [5, 1], [13, 1]], 6, 6]], 'ALdims': [6, 3, 4, 6, 6, 6, 7, 9, 6, 3, 4, 6, 6, 9, 9, 5], 'Nk2': 23400, 'analytic_conductor': 46.71248518244902, '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': [5850, 1, [3251, 3277, 2251], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1213, 'dim': 95, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17, 23, 31], 'hecke_orbit_code': 33560282, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 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, 2, 2, 3, 3, 3, 3, 3, 3], 'label': '5850.2.a', 'level': 5850, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'mf_dim': 1308, 'mf_new_dim': 95, 'num_forms': 72, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 95, 'sturm_bound': 2520, 'trace_bound': 17, 'trace_display': [1, 0, 0, 0], 'traces': [95, 1, 0, 95, 0, 0, 0, 1, 0, 0, 4, 0, -1, -6, 0, 95, -12, 0, -8, 0, 0, -20, 12, 0, 0, -3, 0, 0, 2, 0, 24, 1, 0, 6, 0, 0, 14, 4, 0, 0, 2, 0, 14, 4, 0, 4, -8, 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mf_twists_nf • Show schema
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id: 1278097
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '5850.2.a.bi', 'source_level': 5850, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '390.2.a.e', 'target_level': 390, 'twist_class_label': '390.2.a.e', 'twist_class_level': 390, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1278098
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '5850.2.a.bi', 'source_level': 5850, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '1170.2.a.e', 'target_level': 1170, 'twist_class_label': '390.2.a.e', 'twist_class_level': 390, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1278099
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '5850.2.a.bi', 'source_level': 5850, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '1950.2.a.h', 'target_level': 1950, 'twist_class_label': '390.2.a.e', 'twist_class_level': 390, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1278100
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '5850.2.a.bi', 'source_level': 5850, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1950.2.e.f', 'target_level': 1950, 'twist_class_label': '390.2.a.e', 'twist_class_level': 390, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1278101
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '5850.2.a.bi', 'source_level': 5850, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '3120.2.a.o', 'target_level': 3120, 'twist_class_label': '390.2.a.e', 'twist_class_level': 390, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1278102
{'conductor': 195, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '5850.2.a.bi', 'source_level': 5850, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '5070.2.a.e', 'target_level': 5070, 'twist_class_label': '390.2.a.e', 'twist_class_level': 390, 'twisting_char_label': '195.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1278103
{'conductor': 195, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '5850.2.a.bi', 'source_level': 5850, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '5070.2.b.e', 'target_level': 5070, 'twist_class_label': '390.2.a.e', 'twist_class_level': 390, 'twisting_char_label': '195.n', 'twisting_char_orbit': 14, 'weight': 2}
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id: 1278104
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '5850.2.a.bi', 'source_level': 5850, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 35, 'target_is_minimal': False, 'target_label': '5850.2.a.bi', 'target_level': 5850, 'twist_class_label': '390.2.a.e', 'twist_class_level': 390, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1278105
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '5850.2.a.bi', 'source_level': 5850, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '5850.2.e.i', 'target_level': 5850, 'twist_class_label': '390.2.a.e', 'twist_class_level': 390, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1278106
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 35, 'source_is_minimal': False, 'source_label': '5850.2.a.bi', 'source_level': 5850, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 34, 'target_is_minimal': False, 'target_label': '9360.2.a.bh', 'target_level': 9360, 'twist_class_label': '390.2.a.e', 'twist_class_level': 390, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4018450
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 2}
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id: 4018451
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 3}
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id: 4018452
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 5}
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id: 4018453
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 7}
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id: 4018454
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 11}
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id: 4018455
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 13}
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id: 4018456
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 17}
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id: 4018457
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 19}
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id: 4018458
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 23}
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id: 4018459
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 29}
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id: 4018460
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 31}
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id: 4018461
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 37}
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id: 4018462
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 41}
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id: 4018463
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 43}
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id: 4018464
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 47}
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id: 4018465
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 53}
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id: 4018466
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 59}
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id: 4018467
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 61}
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id: 4018468
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 67}
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id: 4018469
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 71}
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id: 4018470
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 73}
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id: 4018471
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 79}
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id: 4018472
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 83}
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id: 4018473
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 89}
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id: 4018474
{'charpoly_factorization': [[[-16, 1], 1]], 'hecke_orbit_code': 153122387364157146, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 35, 'label': '5850.2.a.bi', 'level': 5850, 'portrait': 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'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 269542000
{'hecke_orbit_code': 153122387364157146, 'n': 1, 'trace_an': 1}
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id: 269542001
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