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{'Nk2': 30600, 'analytic_conductor': 61.085557546279496, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 1], [17, 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': [7650, 1, [5951, 6427, 5851], [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]], [13, [-1, 1]], [19, [1, 1]], [23, [6, 1]], [29, [-3, 1]]], 'hecke_orbit': 41, 'hecke_orbit_code': 180143985128381922, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '7650.2.a.bo', 'level': 7650, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 17], 'level_radical': 510, 'minimal_twist': '170.2.a.e', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}-2q^{7}+q^{8}+q^{13}-2q^{14}+\\cdots', 'related_objects': ['EllipticCurve/Q/7650/bo'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7650.2.a', 'trace_display': [1, 0, 0, -2], 'trace_hash': 2243514627634227763, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 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mf_hecke_nf • Show schema
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{'an': [[1], [1], [0], [1], [0], [0], [-2], [1], [0], [0], [0], [0], [1], [-2], [0], [1], [-1], [0], [-1], [0], [0], [0], [-6], [0], [0], [1], [0], [-2], [3], [0], [5], [1], [0], [-1], [0], [0], [-8], [-1], [0], [0], [-6], [0], [10], [0], [0], [-6], [-3], [0], [-3], [0], [0], [1], [-3], [0], [0], [-2], [0], [3], [-3], [0], [11], [5], [0], [1], [0], [0], [-2], [-1], [0], [0], [-9], [0], [-11], [-8], [0], [-1], [0], [0], [8], [0], [0], [-6], [-12], [0], [0], [10], [0], [0], [-15], [0], [-2], [-6], [0], [-3], [0], [0], [7], [-3], [0], [0]], 'ap': [[1], [0], [0], [-2], [0], [1], [-1], [-1], [-6], [3], [5], [-8], [-6], [10], [-3], [-3], [-3], [11], [-2], [-9], [-11], [8], [-12], [-15], [7], [-6], [-8], [-12], [11], [9], [-11], [18], [-18], [8], [12], [-22], [-14], [16], [-18], [18], [12], [-10], [-12], [-2], [-24], [11], [2], [1], [3], [-22], [9], [-6], [-10], [12], [6], [9], [-15], [32], [10], [-27], [13], [-3], [-20], [0], [-14], [0], [-31], [13], [-15], [-28], [18], [-30], [22], [22], [8], [-9], [-12], [-20], [-36], [29], [-6], [-4], [24], [34], [8], [12], [0], [-26], [-30], [19], [24], [-27], [22], [39], [-22], [-12], [36], [-36], [-2], [2], [31], [39], [18], [-27], [38], [28], [-42], [30], [18], [8], [-26], [1], [-39], [-46], [32], [30], [4], [-33], [6], [-9], [20], [-23], [18], [-3], [-28], [36], [41], [39], [19], [-14], [29], [30], [-25], [13], [-6], [-31], [42], [7], [6], [-42], [2], [-15], [10], [12], [32], [21], [-2], [33], [-1], [-48], [40], [-18], [-38], [-30], [-47], [-48], [2], [30], [-44], [15], [51], [-24], [40], [21], [-12], [6], [29], [46], [8], [-6], [-3], [-22], [-33], [34], [-34], [24], [26], [-21], [7], [44], [19], [18], [40], [-24], [0], [0], [4], [-62], [8], [-12], [46], [-21], [23], [-60], [51], [30], [-16], [-44], [-9], [39], [-18], [17], [-38], [-31], [-12], [-30], [-40], [36], [-36], [17], [-41], [24], [-44], [30], [15], [-52], [-23], [15], [30], [-45], [-70], [23], [6], [34], [66], [56], [21], [-9], [43], [36], [25], [38], [50], [75], [-14], [0], [-40], [-36], [-42], [60], [39], [-4], [40], [-16], [-9], [45], [46], [66], [32], [51], [-23], [12], [15], [50], [-21], [27], [5], [28], [6], [-38], [-26], [-72], [38], [-44], [21], [-28], [-18], [45], [-23], [-6], [-49], [-32], [-44], [-16], [-50], [-41], [24], [8], [11], [57], [24], [77], [66], [-4], [4], [30], [-65], [36], [-76], [-15], [-45], [-39], [12], [0], [-62], [69], [-46], [-21], [12], [-14], [4], [9], [-25], [39], [-70], [34], [18], [-1], [-18], [67], [-36], [42], [0], [-68], [-33], [11], [51], [-72], [-26], [-15], [-4], [-5], [36], [-56], [-51], [65], [-88], [-71], [-24], [-6], [38], [42], [80], [-66], [-16], [-12], [-10], [54], [50], [-56], [1], [-30], [15], [-82], [54], [-78], [74], [82], [-45], [42], [68], [22], [-60], [46], [80], [-84], [-72], [6], [-30], [-33], [46], [12], [12], [60], [-2], [64], [-78], [79], [-82], [-57], [-82], [-78], [-6], [32], [-80], [-12], [-39], [-32], [45], [-2], [21], [-96], [-14], [-69], [20], [102], [62], [10], [61], [12], [-100], [-72], [-39], [64], [6], [-74], [-28], [30], [-58], [30], [-58], [-42], [49], [27], [-60], [92], [-23], [-18], [-50], [6], [37], [-21], [-102], [56], [-62], [51], [-96], [22], [75], [99], [6], [-56], [-30], [-9], [-11], [33], [-24], [-6], [47], [-96], [-55], [27], [2], [-12], [-98], [-87], [-64], [56], [-8], [74], [12], [-18], [-28], [-6], [-40], [24], [-32], [36], [-100], [14], [52], [-45], [15], [-15], [46], [18], [-82]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 180143985128381922, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '7650.2.a.bo', 'level': 7650, 'maxp': 3229, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [17, -1]], 8, 5], [[[2, -1], [3, 1], [5, 1], [17, -1]], 5, 3], [[[2, 1], [3, -1], [5, 1], [17, 1]], 8, 7], [[[2, 1], [3, 1], [5, -1], [17, -1]], 5, 5], [[[2, -1], [3, 1], [5, 1], [17, 1]], 7, 6], [[[2, -1], [3, 1], [5, -1], [17, -1]], 9, 4], [[[2, -1], [3, -1], [5, -1], [17, 1]], 12, 9], [[[2, 1], [3, 1], [5, 1], [17, 1]], 5, 3], [[[2, 1], [3, 1], [5, 1], [17, -1]], 7, 6], [[[2, -1], [3, 1], [5, -1], [17, 1]], 5, 5], [[[2, 1], [3, -1], [5, -1], [17, -1]], 10, 6], [[[2, 1], [3, -1], [5, 1], [17, -1]], 10, 10], [[[2, 1], [3, -1], [5, -1], [17, 1]], 10, 6], [[[2, -1], [3, -1], [5, 1], [17, 1]], 7, 6], [[[2, -1], [3, -1], [5, 1], [17, -1]], 11, 9], [[[2, 1], [3, 1], [5, -1], [17, 1]], 9, 4]], 'ALdims': [5, 7, 9, 5, 8, 10, 10, 10, 7, 5, 5, 9, 7, 11, 12, 8], 'Nk2': 30600, 'analytic_conductor': 61.085557546279496, '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': [7650, 1, [5951, 6427, 5851], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1573, 'dim': 128, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13, 19, 23, 29], 'hecke_orbit_code': 33562082, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 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, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3], 'label': '7650.2.a', 'level': 7650, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 17], 'level_radical': 510, 'mf_dim': 1668, 'mf_new_dim': 128, 'num_forms': 94, 'plus_dim': 55, 'prim_orbit_index': 1, 'relative_dim': 128, 'sturm_bound': 3240, 'trace_bound': 29, 'trace_display': [0, 0, 0, -4], 'traces': [128, 0, 0, 128, 0, 0, -4, 0, 0, 0, 2, 0, -4, -4, 0, 128, 2, 0, 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mf_twists_nf • Show schema
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id: 1359090
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '170.2.a.e', 'target_level': 170, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1359091
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '850.2.a.b', 'target_level': 850, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1359092
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '850.2.c.e', 'target_level': 850, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1359093
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1360.2.a.d', 'target_level': 1360, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1359094
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1530.2.a.g', 'target_level': 1530, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1359095
{'conductor': 255, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '2890.2.a.n', 'target_level': 2890, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '255.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1359096
{'conductor': 255, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '2890.2.b.b', 'target_level': 2890, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '255.i', 'twisting_char_orbit': 9, 'weight': 2}
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id: 1359097
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '5440.2.a.k', 'target_level': 5440, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '120.i', 'twisting_char_orbit': 9, 'weight': 2}
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id: 1359098
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '5440.2.a.r', 'target_level': 5440, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '120.m', 'twisting_char_orbit': 13, 'weight': 2}
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id: 1359099
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '6800.2.a.t', 'target_level': 6800, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1359100
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 41, 'target_is_minimal': False, 'target_label': '7650.2.a.bo', 'target_level': 7650, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1359101
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 41, 'source_is_minimal': False, 'source_label': '7650.2.a.bo', 'source_level': 7650, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '8330.2.a.q', 'target_level': 8330, 'twist_class_label': '170.2.a.e', 'twist_class_level': 170, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 4535475
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 2}
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id: 4535476
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 3}
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id: 4535477
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 5}
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id: 4535478
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 7}
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id: 4535479
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 11}
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id: 4535480
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 13}
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id: 4535481
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 17}
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id: 4535482
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 19}
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id: 4535483
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 23}
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id: 4535484
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 29}
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id: 4535485
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 31}
-
id: 4535486
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 37}
-
id: 4535487
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 41}
-
id: 4535488
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 43}
-
id: 4535489
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 47}
-
id: 4535490
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 53}
-
id: 4535491
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 59}
-
id: 4535492
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 61}
-
id: 4535493
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 67}
-
id: 4535494
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 71}
-
id: 4535495
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 73}
-
id: 4535496
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 79}
-
id: 4535497
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 83}
-
id: 4535498
{'charpoly_factorization': [[[15, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 89}
-
id: 4535499
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 180143985128381922, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 41, 'label': '7650.2.a.bo', 'level': 7650, 'portrait': 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'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 273686000
{'hecke_orbit_code': 180143985128381922, 'n': 1, 'trace_an': 1}
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id: 273686001
{'hecke_orbit_code': 180143985128381922, 'n': 2, 'trace_an': 1}
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id: 273686002
{'hecke_orbit_code': 180143985128381922, 'n': 3, 'trace_an': 0}
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id: 273686003
{'hecke_orbit_code': 180143985128381922, 'n': 4, 'trace_an': 1}
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id: 273686004
{'hecke_orbit_code': 180143985128381922, 'n': 5, 'trace_an': 0}
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id: 273686005
{'hecke_orbit_code': 180143985128381922, 'n': 6, 'trace_an': 0}
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id: 273686006
{'hecke_orbit_code': 180143985128381922, 'n': 7, 'trace_an': -2}
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id: 273686007
{'hecke_orbit_code': 180143985128381922, 'n': 8, 'trace_an': 1}
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id: 273686008
{'hecke_orbit_code': 180143985128381922, 'n': 9, 'trace_an': 0}
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id: 273686009
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id: 273686990
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id: 273686999
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