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mf_newforms • Show schema
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{'Nk2': 2600, 'analytic_conductor': 1.2975690328458063, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 520, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 90, 'char_orbit_label': 'dl', 'char_order': 12, 'char_parity': -1, 'char_values': [2600, 12, [1951, 1301, 1977, 1601], [6, 6, 9, 5]], 'cm_discs': [-40], 'conrey_index': 643, 'conrey_indexes': [643, 1307, 2043, 2507], 'dim': 4, 'field_disc': 144, 'field_disc_factorization': [[2, 4], [3, 2]], 'field_poly': [1, 0, -1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 12, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [3, 3, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4509715677579816, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 40, 5, -1, 2, -40], [1, 1, 65, 15, 1, 12, 0], [1, 1, 520, 74, -1, 12, 0]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '2600.1.dl.b', 'level': 2600, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 13], 'level_radical': 130, 'minimal_twist': '2600.1.cy.a', 'nf_label': '4.0.144.1', 'prim_orbit_index': 74, 'projective_field': [170, 500, 2571, 5806, 11033, 2992, -1938, -604, 172, 44, -9, -2, 1], 'projective_image': 'D12', 'projective_image_type': 'Dn', 'qexp_display': 'q-\\zeta_{12}^{4}q^{2}-\\zeta_{12}^{2}q^{4}+(-1+\\zeta_{12}^{4}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'self_twist_discs': [-40], 'self_twist_type': 1, 'space_label': '2600.1.dl', 'trace_display': [2, 0, 0, -6], 'trace_hash': 2162828888254628084, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.058', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[[1, 0]], [[-1, 4]], [], [[-1, 2]], [], [], [[-1, 0], [1, 4]], [[-1, 0]], [[1, 5]], [], [[1, 2], [-1, 3]], [], [[-1, 5]], [[1, 2], [1, 4]], [], [[1, 4]], [], [[1, 3]], [[1, 3], [1, 4]], [], [], [[1, 0], [-1, 1]], [[-1, 1], [1, 4]], [], [], [[-1, 3]], [], [[1, 0], [1, 2]], [], [], [], [[1, 2]], [], [], [], [[1, 1]], [[-1, 1]], [[1, 1], [1, 2]], [], [], [[1, 1], [1, 4]], [], [], [[-1, 4], [1, 5]], [], [[1, 2], [1, 5]], [[1, 3]], [], [[1, 0], [-1, 2], [-1, 4]], [], [], [[-1, 1]], [[1, 4], [1, 5]], [], [], [[1, 0], [-1, 4]], [], [], [[1, 2], [-1, 5]], [], [], [], [[-1, 3], [-1, 5]], [[1, 0]], [], [], [], [], [], [], [], [[-1, 5]], [], [[1, 5]], [], [[1, 0], [-1, 5]], [[-1, 0], [1, 1], [-1, 2], [1, 3]], [], [], [], [[-1, 4]], [[1, 2], [-1, 5]], [], [], [], [], [], [[-1, 2], [1, 3]], [[-1, 2], [-1, 3]], [], [[1, 3], [1, 5]], [[1, 0], [1, 3]], [], [[1, 1]], [], [], [], [[-1, 0], [-1, 2], [-1, 4]], [[-1, 1], [1, 2]], []], 'ap': [[[-1, 4]], [], [], [[-1, 0], [1, 4]], [[1, 2], [-1, 3]], [[-1, 5]], [], [[1, 3], [1, 4]], [[-1, 1], [1, 4]], [], [], [[-1, 1]], [[1, 1], [1, 4]], [], [[1, 3]], [[1, 4], [1, 5]], [[1, 2], [-1, 5]], [], [], [], [], [], [], [[-1, 2], [-1, 3]], [], [], [[-1, 4], [1, 5]], [], [], [], [[-1, 2], [-1, 3]], [[-1, 1], [1, 5]], [], [[-1, 0], [1, 4]], [], [], [[1, 4], [-1, 5]], [], [[1, 1]], [[1, 0], [-1, 1]], [], [], [], [], [[1, 4]], [], [[1, 4]], [[1, 1]], [], [], [], [], [[1, 0], [-1, 1]], [[1, 5]], [], [[1, 0], [1, 5]], [], [], [[1, 0], [1, 1]], [[1, 0], [1, 3]], [], [[1, 1], [1, 3]], [], [], [], [[-1, 1], [1, 5]], [[1, 2], [-1, 5]], [], [], [], [], [], [[1, 1], [-1, 4]], [[1, 2], [-1, 5]], [[1, 0], [-1, 5]], [], [], [[1, 0], [-1, 4]], [[-1, 0], [1, 5]], [[1, 0], [-1, 1]], [], [], [], [], [], [], [[1, 3], [-1, 4]], [], [], [], [], [], [[1, 2]], [[-1, 0], [-1, 2]], [[-1, 0], [-1, 3]], [[-1, 0], [-1, 1]], [], [[1, 0]], [], [], [], [[1, 0], [1, 2]], [], [[1, 4]], [[1, 3]], [], [], [], [], [[-1, 3], [-1, 5]], [[1, 0], [-1, 1]], [[1, 0], [1, 2]], [], [[1, 1], [-1, 2]], [], [[1, 5]], [], [[-1, 0], [-1, 5]], [[1, 2], [1, 3]], [], [], [], [[1, 0], [1, 3]], [], [[1, 0], [1, 5]], [], [], [], [[-1, 1], [1, 2]], [[1, 3]], [[1, 0], [1, 5]], [], [], [[-1, 2], [1, 3]], [[-1, 3], [-1, 4]], [[-1, 1], [1, 4]], [[1, 0], [-1, 4]], [], [[-1, 2], [1, 5]], [], [[-1, 4], [-1, 5]], [], [[-1, 3], [-1, 4]], [], [], [], [[-1, 0], [-1, 0]], [], [[1, 3]], [[1, 3], [1, 3]], [[1, 2], [1, 2]], [[-1, 1]], [], [[1, 0], [-1, 5]], [], [], [], [[1, 2], [1, 5]], [], [], [], [], [[1, 1], [-1, 5]], [[1, 2]], [], [[-1, 1], [1, 5]], [], [[-1, 0], [1, 1]], [[-1, 1], [1, 2]], [[-1, 0], [-1, 3]], [[1, 0], [1, 3]], [], [], [], [], [[-1, 0], [1, 4]], [[1, 1], [-1, 4]], [], [[1, 1], [-1, 4]], [], [[-1, 3], [-1, 3]], [[-1, 2], [-1, 4]], [[-1, 1], [1, 2]], [], [[1, 3], [1, 5]], [], [[1, 4], [1, 5]], [], [[1, 2], [1, 3]], [], [], [], [[1, 0]], [], [], [], [[-1, 0], [1, 3]], [[1, 3], [1, 4]], [], [[1, 0], [-1, 3]], [], [], [[1, 4], [1, 4]], [[-1, 3]], [[-1, 2], [-1, 3]], [[-1, 1], [1, 4]], [], [], [[1, 0], [-1, 5]], [[-1, 0], [1, 4]], [], [], [[-1, 0], [-1, 5]], [], [], [[-1, 1], [-1, 2]], [[-1, 0], [-1, 3]], [[1, 1], [1, 3]], [[1, 3], [1, 5]], [[1, 1], [-1, 5]], [], [], [[1, 4], [-1, 5]], [[-1, 5], [-1, 5]], [], [], [], [], [[1, 2], [-1, 5]], [[-1, 1], [-1, 2]], [[-1, 2], [1, 3]], [[-1, 1]], [], [[-1, 2], [-1, 4]], [], [[-1, 0]], [[1, 2], [-1, 5]], [[1, 4], [1, 4]], [[-1, 1], [-1, 3]], [], [], [], [[-1, 0], [-1, 1]], [], [], [], [[1, 5], [1, 5]], [[-1, 0], [1, 5]], [[-1, 0], [1, 1]], [[1, 0], [-1, 5]], [], [[-1, 0], [-1, 5]], [[1, 2], [1, 4]], [], [[-1, 4], [-1, 5]], [[1, 0], [1, 1]], [], [], [[1, 4], [1, 5]], [], [[-1, 1], [-1, 2]], [], [], [[1, 1], [1, 4]], [], [[1, 5], [1, 5]], [], [[-1, 1], [1, 2]], [], [[-1, 2], [-1, 5]], [], [], [], [], [], [], [], [], [[-1, 2], [-1, 5]], [[-1, 5], [-1, 5]], [[1, 0], [1, 5]], [], [[-1, 0], [-1, 3]], [], [], [], [], [[-1, 1], [1, 5]], [], [[1, 1], [1, 3]], [], [], [], [[1, 3], [1, 4]], [[1, 2], [-1, 5]], [], [], [[1, 2], [-1, 3]], [[1, 1], [1, 1]], [], [], [[1, 3], [1, 3]], []], 'char_orbit_index': 90, 'field_poly': [1, 0, -1, 0, 1], 'hecke_orbit_code': 4509715677579816, 'hecke_ring_character_values': [[1951, [[-1, 0]]], [1301, [[-1, 0]]], [1977, [[-1, 3]]], [1601, [[1, 5]]]], 'hecke_ring_cyclotomic_generator': 12, 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '2600.1.dl.b', 'level': 2600, 'maxp': 1999, 'weight': 1}
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mf_newspaces • Show schema
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{'Nk2': 2600, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 1.2975690328458063, 'char_conductor': 520, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 90, 'char_orbit_label': 'dl', 'char_order': 12, 'char_parity': -1, 'char_values': [2600, 12, [1951, 1301, 1977, 1601], [6, 6, 9, 5]], 'conrey_index': 643, 'cusp_dim': 8, 'dihedral_dim': 8, 'dim': 8, 'eis_dim': 48, 'eis_new_dim': 16, 'hecke_orbit_code': 6116050209320, 'hecke_orbit_dims': [4, 4], 'label': '2600.1.dl', 'level': 2600, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 13], 'level_radical': 130, 'mf_dim': 56, 'mf_new_dim': 24, 'num_forms': 2, 'prim_orbit_index': 74, 'relative_dim': 2, 's4_dim': 0, 'sturm_bound': 420, 'trace_bound': 2, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, -4, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, -4, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 4, 0, 4, 0, 0, 8, 0, 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'weight': 1, 'weight_parity': -1}
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mf_twists_nf • Show schema
Hide schema
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id: 971392
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 77, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2600.1.cy.a', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 1}
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id: 971393
{'conductor': 40, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 77, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2600.1.cy.a', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 1}
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id: 971394
{'conductor': 65, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 77, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2600.1.cy.a', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '65.s', 'twisting_char_orbit': 19, 'weight': 1}
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id: 971395
{'conductor': 104, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 77, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2600.1.cy.a', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '104.u', 'twisting_char_orbit': 21, 'weight': 1}
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id: 971396
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 77, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2600.1.cy.b', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 1}
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id: 971397
{'conductor': 13, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 77, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2600.1.cy.b', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 1}
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id: 971398
{'conductor': 40, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 77, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2600.1.cy.b', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 1}
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id: 971399
{'conductor': 520, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 77, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2600.1.cy.b', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '520.cz', 'twisting_char_orbit': 78, 'weight': 1}
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id: 971400
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 90, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2600.1.dl.a', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 1}
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id: 971401
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 90, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2600.1.dl.a', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 1}
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id: 971402
{'conductor': 65, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 90, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2600.1.dl.a', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '65.t', 'twisting_char_orbit': 20, 'weight': 1}
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id: 971403
{'conductor': 520, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 90, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2600.1.dl.a', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '520.ci', 'twisting_char_orbit': 61, 'weight': 1}
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id: 971404
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 90, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2600.1.dl.b', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 1}
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id: 971405
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -40, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 90, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2600.1.dl.b', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 1}
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id: 971406
{'conductor': 65, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 90, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2600.1.dl.b', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '65.o', 'twisting_char_orbit': 15, 'weight': 1}
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id: 971407
{'conductor': 520, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 90, 'source_dim': 4, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '2600.1.dl.b', 'source_level': 2600, 'target_char_orbit': 90, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2600.1.dl.b', 'target_level': 2600, 'twist_class_label': '2600.1.cy.a', 'twist_class_level': 2600, 'twisting_char_label': '520.cv', 'twisting_char_orbit': 74, 'weight': 1}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 2750275
{'charpoly_factorization': [[[1, -1, 1], 2]], 'hecke_orbit_code': 4509715677579816, 'p': 2}
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id: 2750276
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 3}
-
id: 2750277
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 5}
-
id: 2750278
{'charpoly_factorization': [[[3, 3, 1], 2]], 'hecke_orbit_code': 4509715677579816, 'p': 7}
-
id: 2750279
{'charpoly_factorization': [[[1, -4, 5, -2, 1], 1]], 'hecke_orbit_code': 4509715677579816, 'p': 11}
-
id: 2750280
{'charpoly_factorization': [[[1, 0, -1, 0, 1], 1]], 'hecke_orbit_code': 4509715677579816, 'p': 13}
-
id: 2750281
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 17}
-
id: 2750282
{'charpoly_factorization': [[[1, 4, 5, 2, 1], 1]], 'hecke_orbit_code': 4509715677579816, 'p': 19}
-
id: 2750283
{'charpoly_factorization': [[[4, 4, 2, 2, 1], 1]], 'hecke_orbit_code': 4509715677579816, 'p': 23}
-
id: 2750284
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 29}
-
id: 2750285
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 31}
-
id: 2750286
{'charpoly_factorization': [[[1, 0, -1, 0, 1], 1]], 'hecke_orbit_code': 4509715677579816, 'p': 37}
-
id: 2750287
{'charpoly_factorization': [[[4, 4, 2, 2, 1], 1]], 'hecke_orbit_code': 4509715677579816, 'p': 41}
-
id: 2750288
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 43}
-
id: 2750289
{'charpoly_factorization': [[[1, 0, 1], 2]], 'hecke_orbit_code': 4509715677579816, 'p': 47}
-
id: 2750290
{'charpoly_factorization': [[[1, -2, 2, 2, 1], 1]], 'hecke_orbit_code': 4509715677579816, 'p': 53}
-
id: 2750291
{'charpoly_factorization': [[[4, -4, 2, -2, 1], 1]], 'hecke_orbit_code': 4509715677579816, 'p': 59}
-
id: 2750292
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 61}
-
id: 2750293
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 67}
-
id: 2750294
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 71}
-
id: 2750295
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 73}
-
id: 2750296
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 79}
-
id: 2750297
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 83}
-
id: 2750298
{'charpoly_factorization': [[[1, 4, 5, 2, 1], 1]], 'hecke_orbit_code': 4509715677579816, 'p': 89}
-
id: 2750299
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4509715677579816, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 90, 'hecke_orbit': 2, 'label': '2600.1.dl.b', 'level': 2600, 'portrait': 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', 'weight': 1}
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mf_hecke_traces • Show schema
Hide schema
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id: 100348000
{'hecke_orbit_code': 4509715677579816, 'n': 1, 'trace_an': 4}
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id: 100348001
{'hecke_orbit_code': 4509715677579816, 'n': 2, 'trace_an': 2}
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id: 100348002
{'hecke_orbit_code': 4509715677579816, 'n': 3, 'trace_an': 0}
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id: 100348003
{'hecke_orbit_code': 4509715677579816, 'n': 4, 'trace_an': -2}
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id: 100348004
{'hecke_orbit_code': 4509715677579816, 'n': 5, 'trace_an': 0}
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id: 100348005
{'hecke_orbit_code': 4509715677579816, 'n': 6, 'trace_an': 0}
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id: 100348006
{'hecke_orbit_code': 4509715677579816, 'n': 7, 'trace_an': -6}
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id: 100348007
{'hecke_orbit_code': 4509715677579816, 'n': 8, 'trace_an': -4}
-
id: 100348008
{'hecke_orbit_code': 4509715677579816, 'n': 9, 'trace_an': 0}
-
id: 100348009
{'hecke_orbit_code': 4509715677579816, 'n': 10, 'trace_an': 0}
-
id: 100348010
{'hecke_orbit_code': 4509715677579816, 'n': 11, 'trace_an': 2}
-
id: 100348011
{'hecke_orbit_code': 4509715677579816, 'n': 12, 'trace_an': 0}
-
id: 100348012
{'hecke_orbit_code': 4509715677579816, 'n': 13, 'trace_an': 0}
-
id: 100348013
{'hecke_orbit_code': 4509715677579816, 'n': 14, 'trace_an': 0}
-
id: 100348014
{'hecke_orbit_code': 4509715677579816, 'n': 15, 'trace_an': 0}
-
id: 100348015
{'hecke_orbit_code': 4509715677579816, 'n': 16, 'trace_an': -2}
-
id: 100348016
{'hecke_orbit_code': 4509715677579816, 'n': 17, 'trace_an': 0}
-
id: 100348017
{'hecke_orbit_code': 4509715677579816, 'n': 18, 'trace_an': 0}
-
id: 100348018
{'hecke_orbit_code': 4509715677579816, 'n': 19, 'trace_an': -2}
-
id: 100348019
{'hecke_orbit_code': 4509715677579816, 'n': 20, 'trace_an': 0}
-
id: 100348020
{'hecke_orbit_code': 4509715677579816, 'n': 21, 'trace_an': 0}
-
id: 100348021
{'hecke_orbit_code': 4509715677579816, 'n': 22, 'trace_an': 4}
-
id: 100348022
{'hecke_orbit_code': 4509715677579816, 'n': 23, 'trace_an': -2}
-
id: 100348023
{'hecke_orbit_code': 4509715677579816, 'n': 24, 'trace_an': 0}
-
id: 100348024
{'hecke_orbit_code': 4509715677579816, 'n': 25, 'trace_an': 0}
-
id: 100348025
{'hecke_orbit_code': 4509715677579816, 'n': 26, 'trace_an': 0}
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