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mf_newforms • Show schema
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{'Nk2': 2888, 'analytic_conductor': 5.765199025936444, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [722, 3, [363], [2]], 'cm_discs': [], 'conrey_index': 429, 'conrey_indexes': [429, 653], 'dim': 8, 'field_disc': 324000000, 'field_disc_factorization': [[2, 8], [3, 4], [5, 6]], 'field_poly': [25, 0, 25, 0, 20, 0, 5, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [16, -48, 120, -88, 64, -12, 10, -2, 1]], [5, [361, -608, 815, -428, 204, -42, 15, -2, 1]], [7, [-4, -12, -6, 2, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546932628325074, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '722.2.c.n', 'level': 722, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'minimal_twist': '722.2.a.m', 'nf_label': '8.0.324000000.2', 'prim_orbit_index': 3, 'qexp_display': 'q+(1+\\beta _{4})q^{2}+(-\\beta _{3}-\\beta _{6})q^{3}+\\beta _{4}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '1.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '722.2.c', 'trace_display': [4, 2, 2, -4], 'trace_hash': 1005102374896835010, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.039', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.958', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.496', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
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'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 5, 'embedding_root_imag': -1.0180739209102543, 'embedding_root_real': -0.5877852522924731, 'hecke_orbit': 14, 'hecke_orbit_code': 58546932628325074, 'label': '722.2.c.n.653.1', 'level': 722, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 2888, 'analytic_conductor': 5.765199025936444, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [722, 3, [363], [2]], 'conrey_index': 429, 'cusp_dim': 150, 'dim': 54, 'eis_dim': 80, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 137472508626, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 6, 6, 8, 8], 'label': '722.2.c', 'level': 722, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 230, 'mf_new_dim': 54, 'num_forms': 14, 'prim_orbit_index': 3, 'relative_dim': 27, 'sturm_bound': 190, 'trace_bound': 7, 'trace_display': [1, 1, 4, 0], 'traces': [54, 1, 1, -27, 4, -1, 0, -2, -24, 2, -2, -2, 6, 6, -14, -27, -4, -20, 0, -8, 10, -7, -2, -1, -27, -4, 10, 0, -2, 28, 8, 1, -11, 6, -8, -24, 8, 0, -16, 2, 19, 24, 18, 1, -36, -16, 22, 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mf_twists_cc • Show schema
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id: 47714560
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 653, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546932628325074, 'target_is_minimal': False, 'target_label': '722.2.c.n.653.1', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 47714561
{'conductor': 19, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 389, 'target_dim': 24, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561468576760530, 'target_is_minimal': False, 'target_label': '722.2.e.r.389.1', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 47714562
{'conductor': 19, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 595, 'target_dim': 24, 'target_embedding_index': 4, 'target_hecke_orbit_code': 76561468576760530, 'target_is_minimal': False, 'target_label': '722.2.e.r.595.4', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 47714563
{'conductor': 19, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 245, 'target_dim': 24, 'target_embedding_index': 4, 'target_hecke_orbit_code': 81065068204131026, 'target_is_minimal': False, 'target_label': '722.2.e.s.245.4', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 47714564
{'conductor': 19, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 99, 'target_dim': 24, 'target_embedding_index': 4, 'target_hecke_orbit_code': 81065068204131026, 'target_is_minimal': False, 'target_label': '722.2.e.s.99.4', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 47714565
{'conductor': 19, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 423, 'target_dim': 24, 'target_embedding_index': 4, 'target_hecke_orbit_code': 81065068204131026, 'target_is_minimal': False, 'target_label': '722.2.e.s.423.4', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.6', 'twisting_conrey_index': 6, 'weight': 2}
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id: 47714566
{'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 54043195562001106, 'target_is_minimal': True, 'target_label': '722.2.a.m.1.4', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.7', 'twisting_conrey_index': 7, 'weight': 2}
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id: 47714567
{'conductor': 19, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 429, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 54043333000954578, 'target_is_minimal': False, 'target_label': '722.2.c.m.429.4', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.8', 'twisting_conrey_index': 8, 'weight': 2}
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id: 47714568
{'conductor': 19, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 415, 'target_dim': 24, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81065068204131026, 'target_is_minimal': False, 'target_label': '722.2.e.s.415.1', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.9', 'twisting_conrey_index': 9, 'weight': 2}
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id: 47714569
{'conductor': 19, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 415, 'target_dim': 24, 'target_embedding_index': 4, 'target_hecke_orbit_code': 76561468576760530, 'target_is_minimal': False, 'target_label': '722.2.e.r.415.4', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.10', 'twisting_conrey_index': 10, 'weight': 2}
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id: 47714570
{'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 429, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546932628325074, 'target_is_minimal': False, 'target_label': '722.2.c.n.429.1', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 47714571
{'conductor': 19, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795189371602, 'target_is_minimal': True, 'target_label': '722.2.a.n.1.1', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.12', 'twisting_conrey_index': 12, 'weight': 2}
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id: 47714572
{'conductor': 19, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 423, 'target_dim': 24, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561468576760530, 'target_is_minimal': False, 'target_label': '722.2.e.r.423.1', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.13', 'twisting_conrey_index': 13, 'weight': 2}
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id: 47714573
{'conductor': 19, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 99, 'target_dim': 24, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561468576760530, 'target_is_minimal': False, 'target_label': '722.2.e.r.99.1', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.14', 'twisting_conrey_index': 14, 'weight': 2}
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id: 47714574
{'conductor': 19, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 245, 'target_dim': 24, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561468576760530, 'target_is_minimal': False, 'target_label': '722.2.e.r.245.1', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.15', 'twisting_conrey_index': 15, 'weight': 2}
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id: 47714575
{'conductor': 19, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 595, 'target_dim': 24, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81065068204131026, 'target_is_minimal': False, 'target_label': '722.2.e.s.595.1', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.16', 'twisting_conrey_index': 16, 'weight': 2}
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id: 47714576
{'conductor': 19, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 389, 'target_dim': 24, 'target_embedding_index': 4, 'target_hecke_orbit_code': 81065068204131026, 'target_is_minimal': False, 'target_label': '722.2.e.s.389.4', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.17', 'twisting_conrey_index': 17, 'weight': 2}
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id: 47714577
{'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 653, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 54043333000954578, 'target_is_minimal': False, 'target_label': '722.2.c.m.653.4', 'target_level': 722, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 2}
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id: 47714578
{'conductor': 57, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 234187180656826722, 'target_is_minimal': False, 'target_label': '6498.2.a.ca.1.4', 'target_level': 6498, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '57.26', 'twisting_conrey_index': 26, 'weight': 2}
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id: 47714579
{'conductor': 57, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 220676381774715234, 'target_is_minimal': False, 'target_label': '6498.2.a.bx.1.4', 'target_level': 6498, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '57.50', 'twisting_conrey_index': 50, 'weight': 2}
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id: 47714580
{'conductor': 76, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 211669182519973520, 'target_is_minimal': False, 'target_label': '5776.2.a.bv.1.1', 'target_level': 5776, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '76.7', 'twisting_conrey_index': 7, 'weight': 2}
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id: 47714581
{'conductor': 76, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 653, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 58546932628325074, 'source_is_minimal': False, 'source_label': '722.2.c.n.653.1', 'source_level': 722, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 202661983265232528, 'target_is_minimal': False, 'target_label': '5776.2.a.bt.1.4', 'target_level': 5776, 'twist_class_label': '722.2.a.m.1.4', 'twist_class_level': 722, 'twisting_char_label': '76.31', 'twisting_conrey_index': 31, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1250100
{'charpoly_factorization': [[[1, -1, 1], 4]], 'hecke_orbit_code': 58546932628325074, 'p': 2}
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id: 1250101
{'charpoly_factorization': [[[16, -48, 120, -88, 64, -12, 10, -2, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 3}
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id: 1250102
{'charpoly_factorization': [[[361, -608, 815, -428, 204, -42, 15, -2, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 5}
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id: 1250103
{'charpoly_factorization': [[[-4, -12, -6, 2, 1], 2]], 'hecke_orbit_code': 58546932628325074, 'p': 7}
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id: 1250104
{'charpoly_factorization': [[[76, 12, -26, -2, 1], 2]], 'hecke_orbit_code': 58546932628325074, 'p': 11}
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id: 1250105
{'charpoly_factorization': [[[3721, -14152, 47175, -23092, 7644, -1498, 215, -18, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 13}
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id: 1250106
{'charpoly_factorization': [[[361, 1406, 5305, 894, 544, 94, 45, 6, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 17}
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id: 1250107
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 58546932628325074, 'p': 19}
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id: 1250108
{'charpoly_factorization': [[[1488400, -805200, 374600, -57400, 10320, -820, 150, -10, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 23}
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id: 1250109
{'charpoly_factorization': [[[361, 1748, 7875, 2928, 1164, 122, 35, 2, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 29}
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id: 1250110
{'charpoly_factorization': [[[1436, 996, 246, 26, 1], 2]], 'hecke_orbit_code': 58546932628325074, 'p': 31}
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id: 1250111
{'charpoly_factorization': [[[-19, -46, -19, 4, 1], 2]], 'hecke_orbit_code': 58546932628325074, 'p': 37}
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id: 1250112
{'charpoly_factorization': [[[128881, 54568, 29925, 5728, 2544, 532, 125, 12, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 41}
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id: 1250113
{'charpoly_factorization': [[[10000, -10000, 11000, -1000, 1200, -300, 90, -10, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 43}
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id: 1250114
{'charpoly_factorization': [[[5776, 8512, 12240, 2272, 1284, -272, 140, -12, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 47}
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id: 1250115
{'charpoly_factorization': [[[32761, 17738, 15215, -142, 1564, 52, 95, -8, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 53}
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id: 1250116
{'charpoly_factorization': [[[26896, 14432, 8400, 2272, 884, 208, 60, 8, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 59}
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id: 1250117
{'charpoly_factorization': [[[1050625, -153750, 140375, 17250, 12200, 300, 115, 0, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 61}
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id: 1250118
{'charpoly_factorization': [[[400, -2800, 19000, -4600, 2320, 20, 130, -10, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 67}
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id: 1250119
{'charpoly_factorization': [[[400, 7200, 127600, 36000, 10020, 720, 100, 0, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 71}
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id: 1250120
{'charpoly_factorization': [[[19321, -834, 7125, -3586, 2824, -726, 145, -14, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 73}
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id: 1250121
{'charpoly_factorization': [[[22316176, -3457968, 979880, -139048, 29664, -3532, 390, -22, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 79}
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id: 1250122
{'charpoly_factorization': [[[-6884, -2832, -196, 12, 1], 2]], 'hecke_orbit_code': 58546932628325074, 'p': 83}
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id: 1250123
{'charpoly_factorization': [[[1343281, 839116, 490565, 58084, 13584, 984, 285, 16, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 89}
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id: 1250124
{'charpoly_factorization': [[[63664441, -15543092, 4584625, -253972, 72324, -6668, 685, -28, 1], 1]], 'hecke_orbit_code': 58546932628325074, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 14, 'label': '722.2.c.n', 'level': 722, 'portrait': 'data:image/png;base64,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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 229552000
{'hecke_orbit_code': 58546932628325074, 'n': 1, 'trace_an': 8}
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id: 229552001
{'hecke_orbit_code': 58546932628325074, 'n': 2, 'trace_an': 4}
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id: 229552002
{'hecke_orbit_code': 58546932628325074, 'n': 3, 'trace_an': 2}
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id: 229552003
{'hecke_orbit_code': 58546932628325074, 'n': 4, 'trace_an': -4}
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id: 229552004
{'hecke_orbit_code': 58546932628325074, 'n': 5, 'trace_an': 2}
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id: 229552005
{'hecke_orbit_code': 58546932628325074, 'n': 6, 'trace_an': -2}
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id: 229552006
{'hecke_orbit_code': 58546932628325074, 'n': 7, 'trace_an': -4}
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id: 229552007
{'hecke_orbit_code': 58546932628325074, 'n': 8, 'trace_an': -8}
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id: 229552008
{'hecke_orbit_code': 58546932628325074, 'n': 9, 'trace_an': -4}
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id: 229552009
{'hecke_orbit_code': 58546932628325074, 'n': 10, 'trace_an': -2}
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id: 229552010
{'hecke_orbit_code': 58546932628325074, 'n': 11, 'trace_an': 4}
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id: 229552011
{'hecke_orbit_code': 58546932628325074, 'n': 12, 'trace_an': -4}
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id: 229552012
{'hecke_orbit_code': 58546932628325074, 'n': 13, 'trace_an': 18}
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id: 229552013
{'hecke_orbit_code': 58546932628325074, 'n': 14, 'trace_an': -2}
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id: 229552014
{'hecke_orbit_code': 58546932628325074, 'n': 15, 'trace_an': 4}
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id: 229552015
{'hecke_orbit_code': 58546932628325074, 'n': 16, 'trace_an': -4}
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id: 229552016
{'hecke_orbit_code': 58546932628325074, 'n': 17, 'trace_an': -6}
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id: 229552017
{'hecke_orbit_code': 58546932628325074, 'n': 18, 'trace_an': -8}
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id: 229552018
{'hecke_orbit_code': 58546932628325074, 'n': 19, 'trace_an': 0}
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id: 229552019
{'hecke_orbit_code': 58546932628325074, 'n': 20, 'trace_an': -4}
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id: 229552020
{'hecke_orbit_code': 58546932628325074, 'n': 21, 'trace_an': 4}
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id: 229552021
{'hecke_orbit_code': 58546932628325074, 'n': 22, 'trace_an': 2}
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id: 229552022
{'hecke_orbit_code': 58546932628325074, 'n': 23, 'trace_an': 10}
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id: 229552023
{'hecke_orbit_code': 58546932628325074, 'n': 24, 'trace_an': -2}
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id: 229552024
{'hecke_orbit_code': 58546932628325074, 'n': 25, 'trace_an': -6}
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id: 229552025
{'hecke_orbit_code': 58546932628325074, 'n': 26, 'trace_an': 36}
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id: 229552026
{'hecke_orbit_code': 58546932628325074, 'n': 27, 'trace_an': 8}
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id: 229552027
{'hecke_orbit_code': 58546932628325074, 'n': 28, 'trace_an': 2}
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id: 229552028
{'hecke_orbit_code': 58546932628325074, 'n': 29, 'trace_an': -2}
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id: 229552029
{'hecke_orbit_code': 58546932628325074, 'n': 30, 'trace_an': 8}
-
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