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mf_newforms • Show schema
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{'Nk2': 1560, 'analytic_conductor': 3.114165678829935, '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': [390, 1, [131, 157, 301], [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, [0, 1]], [31, [-8, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798915666310, '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': '390.2.a.d', 'level': 390, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'minimal_twist': '390.2.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{3}+q^{4}+q^{5}-q^{6}+2q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/390/d'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '390.2.a', 'trace_display': [-1, 1, 1, 2], 'trace_hash': 2262200793424719850, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.994', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.962', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.827', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, 'traces': [1, -1, 1, 1, 1, -1, 2, -1, 1, -1, 0, 1, 1, -2, 1, 1, 0, -1, 2, 1, 2, 0, -6, -1, 1, -1, 1, 2, 0, -1, 8, -1, 0, 0, 2, 1, 2, -2, 1, -1, 6, -2, -4, 0, 1, 6, 0, 1, -3, -1, 0, 1, -6, -1, 0, -2, 2, 0, 0, 1, 14, -8, 2, 1, 1, 0, -4, 0, -6, -2, 0, -1, -4, -2, 1, 2, 0, -1, -16, 1, 1, -6, -12, 2, 0, 4, 0, 0, -6, -1, 2, -6, 8, 0, 2, -1, -4, 3, 0, 1, -12, 0, -16, -1, 2, 6, -12, 1, -4, 0, 2, 2, 12, -2, -6, 0, 1, 0, 0, -1, -11, -14, 6, 8, 1, -2, -16, -1, -4, -1, 6, 0, 4, 4, 1, 0, 6, 6, 8, 2, 0, 0, 0, 1, 0, 4, -3, 2, 18, -1, 8, -2, 0, 0, 8, 1, 2, 16, -6, -1, -12, -1, -16, 6, 0, 12, 12, -2, 1, 0, 2, -4, 18, 0, 2, 0, 0, 6, -6, 1, 2, -2, 14, 6, 2, -8, 0, 0, 2, -2, 0, 1, 8, 4, 1, -3, 18, 0, -16, -1, -4, 12, 0, 0, 6, 16, -6, 1, 0, -2, -4, -6, 0, 12, -4, -1, 16, 4, -4, 0, 0, -2, -10, -2, 1, -12, 12, 2, -4, 6, 0, 0, 0, -1, 0, 0, -16, 0, 0, 1, 26, 11, 1, 14, -3, -6, 2, -8, -12, -1, -30, 2, 0, 16, 0, 1, -12, 4, 4, 1, 0, -6, 30, 0, -6, -4, -6, -4, 12, -1, 8, 0, 2, -6, 0, -6, 26, -8, 8, -2, -30, 0, -28, 0, 2, 0, 12, -1, -17, 0, -4, -4, -6, 3, 0, -2, 0, -18, -6, 1, -8, -8, -12, 2, 14, 0, -4, 0, -16, -8, 24, -1, -10, -2, 2, -16, -18, 6, 0, 1, -12, 12, 0, 1, 1, 16, -4, -6, 0, 0, 2, -12, 2, -12, -4, 2, 14, -1, 12, 0, 0, -2, -20, 4, -6, -18, 24, 0, 20, -2, 1, 0, 6, 0, 0, -6, 0, 6, -24, -1, -15, -2, -11, 2, -4, -14, 8, -6, 6, -2, -12, 8, 26, 0, 1, 0, 0, -2, -34, 2, -16, 0, 12, -1, 0, -8, -4, -4, 36, -1, 0, 3, 6, -18, -16, 0, 26, 16, 4, 1, -18, 4, 8, -12, 1, 0, 0, 0, 14, -6, 6, -16, 0, 6, -12, -1, 8, 0, 6, 2, 32, 4, 0, 6, 0, 0, 28, -12, 0, 4, 24, 1, 14, -16, 0, -4, -12, 4, 32, 0, -3, 0, 0, 2, -6, 10, 18, 2, -30, -1, 0, 12, 8, -12, 2, -2, -28, 4, 0, -6, -42, 0, -10, 0, 8, 0, 36, 1, -8, 0, 2, 0, 0, 16, 2, 0, -6, 0, 0, -1, 2, -26, -12, -11, -4, -1, 2, -14, -16, 3, 6, 6, 0, -2, 0, 8, 0, 12, 14, 1, 12, 30, -18, -2, -12, 0, 1, -16, 6, 0, -8, -1, 2, 12, -16, -4, 0, -4, 18, -1, -42, 0, 20, 6, 2, -30, 0, 0, 13, 6, 0, 4, 6, 6, -12, 4, -6, -12, 0, 1, 8, -8, 2, 0, -4, -2, 20, 6, 14, 0, 0, 6, -32, -26, 2, 8, 30, -8, -4, 2, 0, 30, 24, 0, 12, 28, 2, 0, 6, -2, 32, 0, 0, -12, -6, 1, -16, 17, 8, 0, -24, 4, 0, 4, 1, 6, 12, -3, 16, 0, 18, 2, -6, 0, 0, 18, -16, 6, 24, -1, -10, 8, -4, 8, -11, 12, -40, -2, 0, -14, 0, 0, -22, 4, 6, 0, -18, 16, 38, 8, -6, -24, -12, 1, 1, 10, 0, 2, 0, -2, 20, 16, -4, 18, -16, -6, -3, 0, 0, -1, -6, 12, -4, -12, -4, 0, 6, -1, 0, -1, 16, -16, 30, 4, 6, 6, -4, 0, -18, 0, -16, -2, 0, 12, 4, -2, 0, 12, -10, 4, 0, -2, 2, -14, 1, 1, -42, -12, -8, 0, 12, 0, -36, 2, 6, 20, -4, -4, -6, 6, 26, 18, 0, -24, 8, 0, 0, -20, 0, 2, 36, -1, 4, 0, 0, -6, -24, 0, 20, 0, -16, 6, -48, 0, 0, -6, 0, 24, 12, 1, -32, 15, 26, 2, 0, 11, -4, -2, 1, 4, 0, 14, 50, -8, -3, 6, 0, -6, 38, 2, 2, 12, 36, -8, 18, -26, -12, 0, -24, -1, -40, 0, -30, 0, 8, 2, -34, 34, 0, -2, 6, 16, -8, 0, 0, -12, 0, 1, -22, 0, -12, 8, -6, 4, 8, 4, 4, -36, 12, 1, 0, 0, 0, -3, 2, -6, -16, 18, 30, 16, 24, 0, 14, -26, -6, -16, -30, -4, 0, -1, -6, 18, 0, -4, -12, -8, 12, 12, -6, -1, 26, 0, 8, 0, -16, 0, -8, -14, 2, 6, -6, -6, 32, 16, 0, 0, -12, -6, 14, 12, 26, 1, 0, -8, 12, 0, 8, -6, -48, -2, -29, -32, -30, -4, 1, 0, -22, -6, -28, 0, -12, 0, 26, -28, 2, 12, -12, 0, 20, -4, 12, -24, -12, -1, 18, -14, -17, 16, 0, 0, -4, 4, -4, 12, 2, -4, -58, -32, -6, 0, 6, 3, -28, 0, 0, 0, -30, -2, -32, 6, 0, -10, 0, -18, -6, -2, -6, 30, 0, 1, 0, 0, -8, -12, 2, -8, -28, 12, -12, -2, -12, 2, 0, 28, 14, -4, 12, 0, -16, 6, -4, 42, 0, 0, 2, 10, -16, 0, -54, -8, -6, 0, 24, -36, 0, -1, 2, 8, -10, 0, 42, -2, -36, 0, 2, 0, 36, -16, -4, -2, -18, 0, 24, 6, 0, 0, 0, 0, 12, 1, 33, -2, -12, 26, 8, 12, 50, 11, 0, 4, -30, 1, 16, -2, 1, 14, 42, 16, 0, -3, -4, -6, 36, -6, 18, 0, 0, 2, 24, 0, -16, -8, 2, 0, -16, -12, -46, -14, 2, -1], '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], [2], [-1], [1], [-1], [0], [1], [1], [-2], [1], [1], [0], [-1], [2], [1], [2], [0], [-6], [-1], [1], [-1], [1], [2], [0], [-1], [8], [-1], [0], [0], [2], [1], [2], [-2], [1], [-1], [6], [-2], [-4], [0], [1], [6], [0], [1], [-3], [-1], [0], [1], [-6], [-1], [0], [-2], [2], [0], [0], [1], [14], [-8], [2], [1], [1], [0], [-4], [0], [-6], [-2], [0], [-1], [-4], [-2], [1], [2], [0], [-1], [-16], [1], [1], [-6], [-12], [2], [0], [4], [0], [0], [-6], [-1], [2], [-6], [8], [0], [2], [-1], [-4], [3], [0], [1]], 'ap': [[-1], [1], [1], [2], [0], [1], [0], [2], [-6], [0], [8], [2], [6], [-4], [0], [-6], [0], [14], [-4], [0], [-4], [-16], [-12], [-6], [-4], [-12], [-16], [-12], [-4], [12], [-16], [6], [6], [8], [18], [8], [2], [-16], [12], [18], [-6], [2], [0], [8], [18], [-16], [-4], [-10], [12], [-4], [0], [0], [26], [-30], [-12], [30], [12], [8], [26], [-30], [-28], [-6], [-4], [24], [-10], [-18], [2], [14], [24], [20], [6], [-24], [8], [26], [-34], [12], [36], [26], [-18], [14], [6], [32], [24], [14], [32], [0], [-30], [-28], [-42], [-10], [36], [0], [2], [6], [14], [-18], [6], [-42], [20], [8], [20], [30], [24], [6], [32], [-16], [12], [-6], [24], [-10], [-40], [-22], [-18], [38], [20], [-6], [-4], [6], [30], [-18], [-16], [2], [-42], [-36], [26], [36], [20], [12], [-4], [50], [38], [36], [-40], [-34], [6], [-22], [-6], [-16], [-30], [-6], [26], [-6], [32], [-12], [14], [-48], [26], [-12], [20], [-12], [-58], [6], [-28], [-30], [-28], [-12], [-16], [-54], [2], [42], [36], [24], [50], [-30], [42], [36], [-16], [-46]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510798915666310, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '390.2.a.d', 'level': 390, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, 1], [5, -1], [13, -1]], 1, 1], [[[2, 1], [3, -1], [5, -1], [13, -1]], 1, 1], [[[2, 1], [3, 1], [5, 1], [13, 1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [13, 1]], 1, 1], [[[2, -1], [3, -1], [5, 1], [13, -1]], 1, 1], [[[2, -1], [3, -1], [5, -1], [13, 1]], 2, 1], [[[2, 1], [3, 1], [5, -1], [13, 1]], 1, 1], [[[2, 1], [3, -1], [5, 1], [13, 1]], 1, 1]], 'ALdims': [1, 0, 1, 0, 1, 0, 0, 1, 1, 0, 0, 1, 0, 1, 2, 0], 'Nk2': 1560, 'analytic_conductor': 3.114165678829935, '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': [390, 1, [131, 157, 301], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 77, 'dim': 9, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 31], 'hecke_orbit_code': 33554822, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2], 'label': '390.2.a', 'level': 390, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'mf_dim': 92, 'mf_new_dim': 9, 'num_forms': 8, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 168, 'trace_bound': 5, 'trace_display': [1, 1, 1, 8], 'traces': [9, 1, 1, 9, 1, 1, 8, 1, 9, 1, 12, 1, -3, 0, 1, 9, -6, 1, 4, 1, 8, 4, 8, 1, 9, 1, 1, 8, -10, 1, 0, 1, -12, 2, -8, 9, -18, -4, 1, 1, -6, -8, 12, 12, 1, 8, -16, 1, -15, 1, -6, -3, -18, 1, 4, 0, 12, -10, -20, 1, -2, -8, 8, 9, 1, -4, -4, -6, -16, 0, 8, 1, -22, -26, 1, 4, -32, -3, -16, 1, 9, -30, -12, 8, -6, -4, -10, 4, -54, 1, 0, 8, 8, -16, 4, 1, -30, -7, 12, 9, -2, -6, 0, 1, 0, -26, -20, 1, -2, -4, 6, 8, 10, -4, 0, -10, -3, 4, -16, 1, 13, -18, -14, 0, 1, 0, 8, 1, 12, -3, 60, -12, 0, 20, 1, 2, 26, -24, 12, -8, -16, 8, -4, 9, 14, 2, 25, -18, -10, 1, 24, -4, -6, -16, 24, 1, 6, 48, 22, 1, 64, 1, -20, -6, -4, 36, 40, -8, 9, -30, 4, 12, 22, -18, 8, 12, -12, 18, 44, 1, -42, 0, 14, 8, -10, 16, 56, -16, 8, 12, 48, 1, 66, -22, -3, -15, -10, 4, -8, 1, 4, -50, 0, -6, 18, 8, 8, -3, 16, 0, -44, -18, -40, 28, 12, 1, -32, -2, -6, 4, -6, -2, 32, 0, 9, 18, 52, 12, 22, 16, -32, -10, 82, 1, -16, -20, 16, 16, 48, 1, 2, 69, 1, -2, -7, 10, 12, -8, 4, 1, -12, 8, -32, 48, 2, 9, 10, -4, 32, 1, -10, -20, 56, -4, 6, -48, -14, -4, -42, 1, -48, -6, 0, -6, 12, -16, 78, 60, 0, 0, 10, -16, -4, 8, -12, 4, -16, 1, 27, -18, 2, -22, -26, -7, -28, -26, -12, 6, -16, 1, -16, 64, -18, 4, 46, 2, -68, -32, -8, -16, -56, -3, -6, 14, -8, -16, -66, 14, 8, 1, -20, 32, -72, 9, -3, 36, 14, -30, 0, 4, -4, -12, -18, -40, -44, 8, -46, 1, -38, -6, -16, -4, -32, -4, -16, -18, 60, -10, -2, 0, 1, 4, -78, -36, 24, -54, -32, 60, 40, 1, -75, 22, 5, 0, -6, 14, -8, 8, -6, -34, -80, 8, -2, 24, 1, -16, 22, -8, -68, 4, -32, 0, -96, 1, -48, -38, 12, -30, 14, -7, -32, -7, -36, -10, -32, 12, 54, 24, 16, 9, 34, 12, -8, -2, 1, 16, -88, -6, -22, -22, 10, 0, 0, 8, -12, 1, 28, 32, -20, 0, -42, 20, -16, -26, -6, 24, -48, -20, 4, 28, -16, 1, -14, 16, -42, -2, -48, 10, -8, -4, 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124, 4, -22, -48, -74, 12, -26, 24, 20, 22, -32, -36, 44, -18, 36, -82, -30, 8, 6, -3, -56, 12, -16, 2, -160, -12, -74, 24, -16, 18, -144, -32, 4, 44, 16, -56, 112, 1, -32, 29, 34, -42, -10, 37, 16, 0, 9, -14, -24, 14, 86, -64, -7, 8, 32, -30, 68, -10, -12, -112, -56, 16, 6, -58, -12, 56, -32, 1, 64, -16, 20, 22, 32, 8, -82, -60, -160, 12, 10, 40, 16, 48, -6, -32, 28, 1, 18, -32, 26, 66, 6, -4, 0, -22, 64, -34, -88, -3, -32, -64, -10, -15, -50, -12, -116, -10, 96, 0, -16, 4, 6, -2, -18, -8, -106, -16, 32, 1, -54, 42, -120, 4, 0, -32, 38, -50, 90, 1, -52, 0, -24, -136, 20, -6, 96, -38, 0, 18, 54, -6, -224, 8, -12, -48, -180, 8, -34, 36, 70, -3, 26, 28, -56, 16, 8, -36, -120, 0, 47, -90, 34, -44, 1, -16, -88, -18, -68, 2, 32, -40, 30, -32, 4, 28, -78, -4, -36, 12, 32, -48, 0, 1, 14, -14, -141, -32, -128, -2, -12, -2, -30, -80, -8, -6, -122, -120, 38, 4, 18, -7, -44, -6, -4, 156, -104, -2, -128, -6, 12, 32, 0, -58, 36, 0, -24, 58, -80, 9, 76, -136, 16, 18, 6, 24, 28, 52, -2, -8, -80, 12, -112, 130, 46, 22, 80, -6, 72, 16, -60, 46, 24, -32, -18, 40, 0, -10, -110, 8, 20, 82, 8, 36, -8, 1, -6, 16, -6, -16, 62, -74, 0, -20, 0, 48, 212, 16, 34, -4, -2, 16, 50, -26, -64, 48, -72, -32, 128, 1, -23, 6, -20, 2, -30, 0, 24, 69, 88, 10, 116, 1, 0, 0, 1, -2, 98, 76, -120, -7, -2, -60, 24, 10, 70, -148, 0, 12, 80, -4, 16, -8, 20, 80, 72, 4, -146, 140, 6, 1], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 288859
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '390.2.a.d', 'source_level': 390, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '390.2.a.d', 'target_level': 390, 'twist_class_label': '390.2.a.d', 'twist_class_level': 390, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 288860
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '390.2.a.d', 'source_level': 390, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1170.2.a.k', 'target_level': 1170, 'twist_class_label': '390.2.a.d', 'twist_class_level': 390, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 288861
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '390.2.a.d', 'source_level': 390, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '1950.2.a.o', 'target_level': 1950, 'twist_class_label': '390.2.a.d', 'twist_class_level': 390, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 288862
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '390.2.a.d', 'source_level': 390, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1950.2.e.d', 'target_level': 1950, 'twist_class_label': '390.2.a.d', 'twist_class_level': 390, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 288863
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '390.2.a.d', 'source_level': 390, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '3120.2.a.j', 'target_level': 3120, 'twist_class_label': '390.2.a.d', 'twist_class_level': 390, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 288864
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '390.2.a.d', 'source_level': 390, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '5070.2.a.t', 'target_level': 5070, 'twist_class_label': '390.2.a.d', 'twist_class_level': 390, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 288865
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '390.2.a.d', 'source_level': 390, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '5070.2.b.m', 'target_level': 5070, 'twist_class_label': '390.2.a.d', 'twist_class_level': 390, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 288866
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '390.2.a.d', 'source_level': 390, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '5850.2.a.g', 'target_level': 5850, 'twist_class_label': '390.2.a.d', 'twist_class_level': 390, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 288867
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '390.2.a.d', 'source_level': 390, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '5850.2.e.o', 'target_level': 5850, 'twist_class_label': '390.2.a.d', 'twist_class_level': 390, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 288868
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '390.2.a.d', 'source_level': 390, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '9360.2.a.g', 'target_level': 9360, 'twist_class_label': '390.2.a.d', 'twist_class_level': 390, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 814775
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 2}
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id: 814776
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 3}
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id: 814777
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 5}
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id: 814778
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 7}
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id: 814779
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 11}
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id: 814780
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 13}
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id: 814781
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 17}
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id: 814782
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 19}
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id: 814783
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 23}
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id: 814784
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 29}
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id: 814785
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 31}
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id: 814786
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 37}
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id: 814787
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 41}
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id: 814788
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 43}
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id: 814789
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 47}
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id: 814790
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 53}
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id: 814791
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 59}
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id: 814792
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 61}
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id: 814793
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 67}
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id: 814794
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 71}
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id: 814795
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 73}
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id: 814796
{'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 79}
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id: 814797
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 83}
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id: 814798
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 89}
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id: 814799
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915666310, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '390.2.a.d', 'level': 390, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 125810000
{'hecke_orbit_code': 13510798915666310, 'n': 1, 'trace_an': 1}
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id: 125810001
{'hecke_orbit_code': 13510798915666310, 'n': 2, 'trace_an': -1}
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id: 125810002
{'hecke_orbit_code': 13510798915666310, 'n': 3, 'trace_an': 1}
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id: 125810003
{'hecke_orbit_code': 13510798915666310, 'n': 4, 'trace_an': 1}
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id: 125810004
{'hecke_orbit_code': 13510798915666310, 'n': 5, 'trace_an': 1}
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id: 125810005
{'hecke_orbit_code': 13510798915666310, 'n': 6, 'trace_an': -1}
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id: 125810006
{'hecke_orbit_code': 13510798915666310, 'n': 7, 'trace_an': 2}
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id: 125810976
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id: 125810977
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id: 125810978
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id: 125810979
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id: 125810980
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id: 125810981
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id: 125810982
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id: 125810983
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id: 125810984
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id: 125810985
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id: 125810986
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id: 125810987
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id: 125810988
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id: 125810989
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id: 125810990
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id: 125810991
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id: 125810992
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id: 125810993
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id: 125810994
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id: 125810995
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id: 125810996
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id: 125810997
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id: 125810998
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id: 125810999
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