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{'Nk2': 25992, 'analytic_conductor': 51.88679123342799, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [6498, 1, [3611, 6139], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 2000, 'field_disc_factorization': [[2, 4], [5, 3]], 'field_poly': [5, 0, -5, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 20, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-19, 32, -11, -2, 1]], [7, [-4, -12, -6, 2, 1]], [11, [76, -12, -26, 2, 1]], [13, [61, 232, 109, 18, 1]], [29, [-19, -92, -31, 2, 1]]], 'hecke_orbit': 53, 'hecke_orbit_code': 234187180656826722, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '6498.2.a.ca', 'level': 6498, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'minimal_twist': '722.2.a.m', 'nf_label': '4.4.2000.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}+(1-\\beta _{1}+\\beta _{2}+\\beta _{3})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6498.2.a', 'trace_display': [4, 0, 2, -2], 'trace_hash': 1634545108286624018, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.947', 'prec': 17}, 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156, 0], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0], [1, 0, 0, 0], [0, 0, 0, 0], [1, 0, 0, 0], [1, -1, 1, 1], [0, 0, 0, 0], [0, 1, 1, 0], [1, 0, 0, 0], [0, 0, 0, 0], [1, -1, 1, 1], [-2, 1, -3, 0], [0, 0, 0, 0], [-4, -1, 1, -1], [0, 1, 1, 0], [0, 0, 0, 0], [1, 0, 0, 0], [-1, 2, 1, 0], [0, 0, 0, 0], [0, 0, 0, 0], [1, -1, 1, 1], [0, 0, 0, 0], [-2, 1, -3, 0], [1, -2, -3, -3], [0, 0, 0, 0], [0, 0, -3, -2], [-4, -1, 1, -1], [0, 0, 0, 0], [0, 1, 1, 0], [-2, -1, -3, 1], [0, 0, 0, 0], [-7, 0, -1, -1], [1, 0, 0, 0], [0, 0, 0, 0], [-1, 2, 1, 0], [-1, 2, 1, -1], [0, 0, 0, 0], [-1, -2, 0, -1], [0, 0, 0, 0], [0, 0, 0, 0], [1, -1, 1, 1], [-2, 1, 2, 2], [0, 0, 0, 0], [-3, -2, -1, 1], [-2, 1, -3, 0], [0, 0, 0, 0], [1, -2, -3, -3], [5, 1, 4, 1], [0, 0, 0, 0], [-3, 0, 0, 2], [0, 0, -3, -2], [0, 0, 0, 0], [-4, -1, 1, -1], [1, 0, -2, -3], [0, 0, 0, 0], [-7, 0, -1, 5], [0, 1, 1, 0], [0, 0, 0, 0], [-2, -1, -3, 1], [-1, -1, 2, -1], [0, 0, 0, 0], [-3, 1, -6, 2], [-7, 0, -1, -1], [0, 0, 0, 0], [1, 0, 0, 0], [-2, 3, -2, -7], [0, 0, 0, 0], 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-22, 28, 34], [26, -15, 19, 7], [-23, -6, -18, -19], [27, -13, 4, -1], [1, -25, 12, -7], [-36, -21, -18, 26], [-33, -22, -22, 15], [-62, 11, -39, -32], [-40, 0, -45, -26], [16, -15, 3, -30], [27, 15, -24, -5]], 'char_orbit_index': 1, 'field_poly': [5, 0, -5, 0, 1], 'hecke_orbit_code': 234187180656826722, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [3, 0, 1, 0], [0, 3, 0, 1]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-3, 0, 1, 0], [0, -3, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '6498.2.a.ca', 'level': 6498, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [19, -1]], 25, 12], [[[2, -1], [3, 1], [19, -1]], 12, 5], [[[2, -1], [3, 1], [19, 1]], 17, 5], [[[2, 1], [3, 1], [19, 1]], 17, 5], [[[2, 1], [3, -1], [19, -1]], 20, 10], [[[2, -1], [3, -1], [19, 1]], 18, 8], [[[2, 1], [3, 1], [19, -1]], 12, 5], [[[2, 1], [3, -1], [19, 1]], 22, 9]], 'ALdims': [17, 12, 22, 20, 17, 12, 18, 25], 'Nk2': 25992, 'analytic_conductor': 51.88679123342799, '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': [6498, 1, [3611, 6139], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1061, 'dim': 143, 'eis_dim': 159, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11, 13, 29], 'hecke_orbit_code': 33560930, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8], 'label': '6498.2.a', 'level': 6498, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'mf_dim': 1220, 'mf_new_dim': 143, 'num_forms': 59, 'plus_dim': 67, 'prim_orbit_index': 1, 'relative_dim': 143, 'sturm_bound': 2280, 'trace_bound': 11, 'trace_display': [1, 0, -4, -4], 'traces': [143, 1, 0, 143, -4, 0, -4, 1, 0, -2, -6, 0, 6, -4, 0, 143, 2, 0, 0, -4, 0, -4, -12, 0, 155, -8, 0, -4, 2, 0, 4, 1, 0, -2, -16, 0, 18, 0, 0, -2, 18, 0, -10, -6, 0, -4, 24, 0, 155, 15, 0, 6, -6, 0, 4, -4, 0, 12, 28, 0, 12, -4, 0, 143, 8, 0, -4, 2, 0, 12, -12, 0, -18, 16, 0, 0, 24, 0, -4, -4, 0, 10, -22, 0, 20, 8, 0, -4, -26, 0, -8, -12, 0, 8, 0, 0, 2, 1, 0, 155, 36, 0, 8, -8, 0, 4, -12, 0, 30, -16, 0, -4, -10, 0, -24, 2, 0, 6, -32, 0, 141, 50, 0, 4, -48, 0, 4, 1, 0, 16, 26, 0, 0, -10, 0, -2, -50, 0, -50, -16, 0, -4, -40, 0, -8, 26, 0, 18, 12, 0, -40, 0, 0, 16, 40, 0, 20, -28, 0, -2, 4, 0, -18, 18, 0, -4, 0, 0, 167, -24, 0, -10, 30, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 1307822
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 53, 'source_is_minimal': False, 'source_label': '6498.2.a.ca', 'source_level': 6498, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '722.2.a.m', 'target_level': 722, 'twist_class_label': '722.2.a.m', 'twist_class_level': 722, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1307823
{'conductor': 57, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 53, 'source_is_minimal': False, 'source_label': '6498.2.a.ca', 'source_level': 6498, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 14, 'target_is_minimal': True, 'target_label': '722.2.a.n', 'target_level': 722, 'twist_class_label': '722.2.a.m', 'twist_class_level': 722, 'twisting_char_label': '57.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1307824
{'conductor': 57, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 53, 'source_is_minimal': False, 'source_label': '6498.2.a.ca', 'source_level': 6498, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '722.2.c.m', 'target_level': 722, 'twist_class_label': '722.2.a.m', 'twist_class_level': 722, 'twisting_char_label': '57.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 1307825
{'conductor': 57, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 53, 'source_is_minimal': False, 'source_label': '6498.2.a.ca', 'source_level': 6498, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '722.2.c.n', 'target_level': 722, 'twist_class_label': '722.2.a.m', 'twist_class_level': 722, 'twisting_char_label': '57.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1307826
{'conductor': 57, 'degree': 6, 'multiplicity': 6, 'order': 18, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 53, 'source_is_minimal': False, 'source_label': '6498.2.a.ca', 'source_level': 6498, 'target_char_orbit': 5, 'target_dim': 24, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '722.2.e.r', 'target_level': 722, 'twist_class_label': '722.2.a.m', 'twist_class_level': 722, 'twisting_char_label': '57.j', 'twisting_char_orbit': 10, 'weight': 2}
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id: 1307827
{'conductor': 57, 'degree': 6, 'multiplicity': 6, 'order': 18, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 53, 'source_is_minimal': False, 'source_label': '6498.2.a.ca', 'source_level': 6498, 'target_char_orbit': 5, 'target_dim': 24, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '722.2.e.s', 'target_level': 722, 'twist_class_label': '722.2.a.m', 'twist_class_level': 722, 'twisting_char_label': '57.l', 'twisting_char_orbit': 12, 'weight': 2}
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id: 1307828
{'conductor': 228, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 53, 'source_is_minimal': False, 'source_label': '6498.2.a.ca', 'source_level': 6498, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 46, 'target_is_minimal': False, 'target_label': '5776.2.a.bt', 'target_level': 5776, 'twist_class_label': '722.2.a.m', 'twist_class_level': 722, 'twisting_char_label': '228.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1307829
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 53, 'source_is_minimal': False, 'source_label': '6498.2.a.ca', 'source_level': 6498, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 48, 'target_is_minimal': False, 'target_label': '5776.2.a.bv', 'target_level': 5776, 'twist_class_label': '722.2.a.m', 'twist_class_level': 722, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1307830
{'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 53, 'source_is_minimal': False, 'source_label': '6498.2.a.ca', 'source_level': 6498, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 50, 'target_is_minimal': False, 'target_label': '6498.2.a.bx', 'target_level': 6498, 'twist_class_label': '722.2.a.m', 'twist_class_level': 722, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1307831
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 53, 'source_is_minimal': False, 'source_label': '6498.2.a.ca', 'source_level': 6498, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 53, 'target_is_minimal': False, 'target_label': '6498.2.a.ca', 'target_level': 6498, 'twist_class_label': '722.2.a.m', 'twist_class_level': 722, '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: 4207175
{'charpoly_factorization': [[[-1, 1], 4]], 'hecke_orbit_code': 234187180656826722, 'p': 2}
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id: 4207176
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 234187180656826722, 'p': 3}
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id: 4207177
{'charpoly_factorization': [[[-19, 32, -11, -2, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 5}
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id: 4207178
{'charpoly_factorization': [[[-4, -12, -6, 2, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 7}
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id: 4207179
{'charpoly_factorization': [[[76, -12, -26, 2, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 11}
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id: 4207180
{'charpoly_factorization': [[[61, 232, 109, 18, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 13}
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id: 4207181
{'charpoly_factorization': [[[-19, -74, -9, 6, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 17}
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id: 4207182
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 234187180656826722, 'p': 19}
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id: 4207183
{'charpoly_factorization': [[[-1220, 660, -50, -10, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 23}
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id: 4207184
{'charpoly_factorization': [[[-19, -92, -31, 2, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 29}
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id: 4207185
{'charpoly_factorization': [[[1436, 996, 246, 26, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 31}
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id: 4207186
{'charpoly_factorization': [[[-19, -46, -19, 4, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 37}
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id: 4207187
{'charpoly_factorization': [[[-359, -152, 19, 12, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 41}
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id: 4207188
{'charpoly_factorization': [[[-100, -100, 10, 10, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 43}
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id: 4207189
{'charpoly_factorization': [[[76, 112, 4, -12, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 47}
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id: 4207190
{'charpoly_factorization': [[[181, 98, -31, -8, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 53}
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id: 4207191
{'charpoly_factorization': [[[-164, -88, 4, 8, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 59}
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id: 4207192
{'charpoly_factorization': [[[1025, 150, -115, 0, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 61}
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id: 4207193
{'charpoly_factorization': [[[-20, -140, -30, 10, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 67}
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id: 4207194
{'charpoly_factorization': [[[-20, -360, -100, 0, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 71}
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id: 4207195
{'charpoly_factorization': [[[-139, -6, 51, 14, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 73}
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id: 4207196
{'charpoly_factorization': [[[-4724, -732, 94, 22, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 79}
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id: 4207197
{'charpoly_factorization': [[[-6884, 2832, -196, -12, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 83}
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id: 4207198
{'charpoly_factorization': [[[-1159, -724, -29, 16, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 89}
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id: 4207199
{'charpoly_factorization': [[[-7979, -1948, 99, 28, 1], 1]], 'hecke_orbit_code': 234187180656826722, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 53, 'label': '6498.2.a.ca', 'level': 6498, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 277992000
{'hecke_orbit_code': 234187180656826722, 'n': 1, 'trace_an': 4}
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id: 277992001
{'hecke_orbit_code': 234187180656826722, 'n': 2, 'trace_an': 4}
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id: 277992002
{'hecke_orbit_code': 234187180656826722, 'n': 3, 'trace_an': 0}
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id: 277992003
{'hecke_orbit_code': 234187180656826722, 'n': 4, 'trace_an': 4}
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id: 277992004
{'hecke_orbit_code': 234187180656826722, 'n': 5, 'trace_an': 2}
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id: 277992005
{'hecke_orbit_code': 234187180656826722, 'n': 6, 'trace_an': 0}
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id: 277992006
{'hecke_orbit_code': 234187180656826722, 'n': 7, 'trace_an': -2}
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id: 277992007
{'hecke_orbit_code': 234187180656826722, 'n': 8, 'trace_an': 4}
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id: 277992008
{'hecke_orbit_code': 234187180656826722, 'n': 9, 'trace_an': 0}
-
id: 277992009
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