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{'Nk2': 38220, 'analytic_conductor': 76.29705913133341, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [7, -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': [9555, 1, [6371, 1912, 9166, 1471], [1, 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': [[2, [-2, 1]], [11, [1, 1]], [17, [-1, 1]], [19, [-2, 1]], [23, [3, 1]]], 'hecke_orbit': 22, 'hecke_orbit_code': 94575592208344403, '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': '9555.2.a.v', 'level': 9555, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7, 13], 'level_radical': 1365, 'minimal_twist': '195.2.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+q^{3}+2q^{4}-q^{5}+2q^{6}+q^{9}+\\cdots', 'related_objects': ['EllipticCurve/Q/9555/v'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9555.2.a', 'trace_display': [2, 1, -1, 0], 'trace_hash': 2011214108584368280, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.939', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.838', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, 'traces': [1, 2, 1, 2, -1, 2, 0, 0, 1, -2, -1, 2, 1, 0, -1, -4, 1, 2, 2, -2, 0, -2, -3, 0, 1, 2, 1, 0, -2, -2, 6, -8, -1, 2, 0, 2, 11, 4, 1, 0, 5, 0, 4, -2, -1, -6, 10, -4, 0, 2, 1, 2, 11, 2, 1, 0, 2, -4, -8, -2, -13, 12, 0, -8, -1, -2, 12, 2, -3, 0, -5, 0, -10, 22, 1, 4, 0, 2, -3, 4, 1, 10, 12, 0, -1, 8, -2, 0, 15, -2, 0, -6, 6, 20, -2, -8, -17, 0, -1, 2, 0, 2, 16, 0, 0, 22, 9, 2, -16, 2, 11, 0, 14, 4, 3, -4, 1, -16, 0, 0, -10, -26, 5, 12, -1, 0, 10, 0, 4, -2, 6, -2, 0, 24, -1, 0, 18, -6, 1, 0, 10, -10, -1, -4, 2, -20, 0, 22, 13, 2, 16, 0, 1, 0, -6, 2, 10, -6, 11, 8, 0, 2, -13, 10, 1, 24, 12, 0, 1, -2, 2, 8, 6, -4, 0, 4, -8, 30, 2, -2, 7, 0, -13, 0, -11, 12, -1, 20, 0, -4, -8, -8, -13, -34, -1, 0, 0, -2, -4, 0, 12, 0, 0, 2, -5, 32, -3, -4, -2, 0, -4, 22, -5, 18, -4, 0, 0, -32, -10, 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mf_hecke_nf • Show schema
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{'an': [[1], [2], [1], [2], [-1], [2], [0], [0], [1], [-2], [-1], [2], [1], [0], [-1], [-4], [1], [2], [2], [-2], [0], [-2], [-3], [0], [1], [2], [1], [0], [-2], [-2], [6], [-8], [-1], [2], [0], [2], [11], [4], [1], [0], [5], [0], [4], [-2], [-1], [-6], [10], [-4], [0], [2], [1], [2], [11], [2], [1], [0], [2], [-4], [-8], [-2], [-13], [12], [0], [-8], [-1], [-2], [12], [2], [-3], [0], [-5], [0], [-10], [22], [1], [4], [0], [2], [-3], [4], [1], [10], [12], [0], [-1], [8], [-2], [0], [15], [-2], [0], [-6], [6], [20], [-2], [-8], [-17], [0], [-1], [2]], 'ap': [[2], [1], [-1], [0], [-1], [1], [1], [2], [-3], [-2], [6], [11], [5], [4], [10], [11], [-8], [-13], [12], [-5], [-10], [-3], [12], [15], [-17], [0], [16], [9], [-16], [14], [10], [6], [18], [1], [13], [16], [10], [-13], [12], [6], [2], [7], [-8], [-13], [0], [-4], [-4], [-8], [-22], [-18], [-27], [-13], [2], [0], [18], [-8], [4], [-22], [-18], [30], [12], [-24], [5], [-24], [10], [28], [0], [4], [-19], [8], [-6], [24], [-36], [4], [-14], [30], [0], [29], [30], [-2], [26], [4], [-24], [-4], [17], [9], [-13], [-11], [-15], [27], [23], [-9], [-7], [28], [-14], [-28], [7], [14], [-16], [-30], [-32], [-30], [-21], [0], [-31], [19], [18], [-4], [16], [37], [32], [13], [-42], [34], [40], [-12], [-15], [-47], [22], [20], [-4], [-6], [-3], [-24], [-22], [-20], [4], [24], [-38], [49], [10], [-34], [-5], [-8], [6], [40], [-36], [-52], [47], [-26], [-36], [27], [20], [26], [-30], [5], [-45], [-29], [29], [34], [18], [-2], [-16], [21], [6], [44], [37], [-1], [-30], [-37], [-24], [-1], [-16], [-12], [32], [12], [-25], [36], [2], [-31], [36], [-22], [-48], [45], [-19], [36], [-18], [-27], [-44], [2], [47], [-40], [22], [-58], [-66], [28], [24], [-49], [8], [19], [20], [-22], [-27], [13], [60], [29], [-50], [54], [-12], [59], [18], [-33], [-9], [59], [15], [27], [-62], [-4], [57], [13], [-52], [-22], [48], [-14], [-60], [-44], [-32], [-42], [34], [6], [-29], [10], [18], [-44], [11], [53], [-45], [10], [2], [-45], [72], [-31], [-16], [-16], [34], [-30], [12], [-38], [-18], [12], [-48], [-15], [-40], [12], [-60], [16], [16], [-35], [-40], [-40], [22], [-2], [18], [39], [-37], [33], [70], [49], [-18], [-17], [-26], [-53], [-56], [60], [-6], [47], [5], [-1], [-19], [-10], [-14], [13], [-29], [-72], [-42], [19], [-36], [-48], [12], [18], [-13], [28], [32], [-18], [48], [-48], [28], [-36], [46], [24], [40], [-52], [-48], [-12], [38], [42], [40], [39], [36], [73], [66], [-52], [-35], [75], [64], [-13], [51], [-47], [48], [-60], [-21], [42], [30], [-4], [28], [59], [-57], [-81], [42], [-48], [-44], [26], [-62], [79], [-18], [-31], [-34], [-19], [-15], [50], [-18], [53], [88], [-40], [-64], [2], [-58], [44], [-50], [-6], [-83], [13], [3], [36], [86], [84], [-89], [43], [72], [71], [-6], [3], [-5], [14], [-45], [54], [-67], [-12], [6], [38], [-50], [76], [36], [20], [-38], [-44], [48], [-9], [-19], [42], [-12], [56], [-6], [-15], [-8], [19], [-42], [-53], [84], [2], [50], [-18], [64], [82], [-36], [76], [86], [40], [-24], [3], [-24], [-62], [59], [-68], [-85], [-10], [-26], [-18], [-29], [54], [62], [-27], [-95], [-4], [65], [89], [-46], [34], [-81], [-21], [-18], [45], [-31], [-21], [-94], [34], [-95], [74], [-96], [-55], [94], [-31], [24], [52], [46], [-68], [85], [-105], [-14], [-14], [-94], [-77], [13], [-74], [75], [-10], [14], [-70], [8], [16], [-80], [-59], [88], [18], [-14], [-26]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 94575592208344403, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '9555.2.a.v', 'level': 9555, 'maxp': 3137, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [7, -1], [13, -1]], 15, 5], [[[3, 1], [5, 1], [7, -1], [13, -1]], 15, 4], [[[3, 1], [5, -1], [7, -1], [13, 1]], 21, 5], [[[3, 1], [5, -1], [7, -1], [13, -1]], 24, 11], [[[3, -1], [5, 1], [7, -1], [13, 1]], 21, 6], [[[3, -1], [5, 1], [7, 1], [13, -1]], 17, 3], [[[3, -1], [5, -1], [7, 1], [13, -1]], 25, 3], [[[3, -1], [5, 1], [7, 1], [13, 1]], 19, 5], [[[3, 1], [5, 1], [7, -1], [13, 1]], 24, 9], [[[3, 1], [5, 1], [7, 1], [13, -1]], 25, 4], [[[3, -1], [5, 1], [7, -1], [13, -1]], 24, 5], [[[3, -1], [5, -1], [7, -1], [13, 1]], 24, 8], [[[3, 1], [5, -1], [7, 1], [13, -1]], 17, 2], [[[3, -1], [5, -1], [7, 1], [13, 1]], 19, 2], [[[3, 1], [5, 1], [7, 1], [13, 1]], 19, 2], [[[3, 1], [5, -1], [7, 1], [13, 1]], 19, 3]], 'ALdims': [19, 25, 24, 15, 19, 17, 21, 24, 19, 17, 21, 24, 19, 25, 24, 15], 'Nk2': 38220, 'analytic_conductor': 76.29705913133341, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 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mf_twists_nf • Show schema
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id: 1437271
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '195.2.a.b', 'target_level': 195, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1437272
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '585.2.a.b', 'target_level': 585, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1437273
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '975.2.a.c', 'target_level': 975, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1437274
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '975.2.c.a', 'target_level': 975, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 1437275
{'conductor': 91, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '2535.2.a.a', 'target_level': 2535, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '91.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1437276
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '2925.2.a.q', 'target_level': 2925, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 2}
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id: 1437277
{'conductor': 105, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '2925.2.c.c', 'target_level': 2925, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '105.k', 'twisting_char_orbit': 11, 'weight': 2}
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id: 1437278
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '3120.2.a.u', 'target_level': 3120, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1437279
{'conductor': 273, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '7605.2.a.u', 'target_level': 7605, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '273.g', 'twisting_char_orbit': 7, 'weight': 2}
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id: 1437280
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '9360.2.a.d', 'target_level': 9360, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1437281
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '9555.2.a.v', 'source_level': 9555, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '9555.2.a.v', 'target_level': 9555, 'twist_class_label': '195.2.a.b', 'twist_class_level': 195, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 5060075
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 2}
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id: 5060076
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 3}
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id: 5060077
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 5}
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id: 5060078
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 7}
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id: 5060079
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 11}
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id: 5060080
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 13}
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id: 5060081
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 17}
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id: 5060082
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 19}
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id: 5060083
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 23}
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id: 5060084
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 29}
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id: 5060085
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 31}
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id: 5060086
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 37}
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id: 5060087
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 41}
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id: 5060088
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 43}
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id: 5060089
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 47}
-
id: 5060090
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 53}
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id: 5060091
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 59}
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id: 5060092
{'charpoly_factorization': [[[13, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 61}
-
id: 5060093
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 67}
-
id: 5060094
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 71}
-
id: 5060095
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 73}
-
id: 5060096
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 79}
-
id: 5060097
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 83}
-
id: 5060098
{'charpoly_factorization': [[[-15, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 89}
-
id: 5060099
{'charpoly_factorization': [[[17, 1], 1]], 'hecke_orbit_code': 94575592208344403, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 22, 'label': '9555.2.a.v', 'level': 9555, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 252702000
{'hecke_orbit_code': 94575592208344403, 'n': 1, 'trace_an': 1}
-
id: 252702001
{'hecke_orbit_code': 94575592208344403, 'n': 2, 'trace_an': 2}
-
id: 252702002
{'hecke_orbit_code': 94575592208344403, 'n': 3, 'trace_an': 1}
-
id: 252702003
{'hecke_orbit_code': 94575592208344403, 'n': 4, 'trace_an': 2}
-
id: 252702004
{'hecke_orbit_code': 94575592208344403, 'n': 5, 'trace_an': -1}
-
id: 252702005
{'hecke_orbit_code': 94575592208344403, 'n': 6, 'trace_an': 2}
-
id: 252702006
{'hecke_orbit_code': 94575592208344403, 'n': 7, 'trace_an': 0}
-
id: 252702007
{'hecke_orbit_code': 94575592208344403, 'n': 8, 'trace_an': 0}
-
id: 252702008
{'hecke_orbit_code': 94575592208344403, 'n': 9, 'trace_an': 1}
-
id: 252702009
{'hecke_orbit_code': 94575592208344403, 'n': 10, 'trace_an': -2}
-
id: 252702010
{'hecke_orbit_code': 94575592208344403, 'n': 11, 'trace_an': -1}
-
id: 252702011
{'hecke_orbit_code': 94575592208344403, 'n': 12, 'trace_an': 2}
-
id: 252702012
{'hecke_orbit_code': 94575592208344403, 'n': 13, 'trace_an': 1}
-
id: 252702013
{'hecke_orbit_code': 94575592208344403, 'n': 14, 'trace_an': 0}
-
id: 252702014
{'hecke_orbit_code': 94575592208344403, 'n': 15, 'trace_an': -1}
-
id: 252702015
{'hecke_orbit_code': 94575592208344403, 'n': 16, 'trace_an': -4}
-
id: 252702016
{'hecke_orbit_code': 94575592208344403, 'n': 17, 'trace_an': 1}
-
id: 252702017
{'hecke_orbit_code': 94575592208344403, 'n': 18, 'trace_an': 2}
-
id: 252702018
{'hecke_orbit_code': 94575592208344403, 'n': 19, 'trace_an': 2}
-
id: 252702019
{'hecke_orbit_code': 94575592208344403, 'n': 20, 'trace_an': -2}
-
id: 252702020
{'hecke_orbit_code': 94575592208344403, 'n': 21, 'trace_an': 0}
-
id: 252702021
{'hecke_orbit_code': 94575592208344403, 'n': 22, 'trace_an': -2}
-
id: 252702022
{'hecke_orbit_code': 94575592208344403, 'n': 23, 'trace_an': -3}
-
id: 252702023
{'hecke_orbit_code': 94575592208344403, 'n': 24, 'trace_an': 0}
-
id: 252702024
{'hecke_orbit_code': 94575592208344403, 'n': 25, 'trace_an': 1}
-
id: 252702025
{'hecke_orbit_code': 94575592208344403, 'n': 26, 'trace_an': 2}
-
id: 252702026
{'hecke_orbit_code': 94575592208344403, 'n': 27, 'trace_an': 1}
-
id: 252702027
{'hecke_orbit_code': 94575592208344403, 'n': 28, 'trace_an': 0}
-
id: 252702028
{'hecke_orbit_code': 94575592208344403, 'n': 29, 'trace_an': -2}
-
id: 252702029
{'hecke_orbit_code': 94575592208344403, 'n': 30, 'trace_an': -2}
-
id: 252702030
{'hecke_orbit_code': 94575592208344403, 'n': 31, 'trace_an': 6}
-
id: 252702031
{'hecke_orbit_code': 94575592208344403, 'n': 32, 'trace_an': -8}
-
id: 252702032
{'hecke_orbit_code': 94575592208344403, 'n': 33, 'trace_an': -1}
-
id: 252702033
{'hecke_orbit_code': 94575592208344403, 'n': 34, 'trace_an': 2}
-
id: 252702034
{'hecke_orbit_code': 94575592208344403, 'n': 35, 'trace_an': 0}
-
id: 252702035
{'hecke_orbit_code': 94575592208344403, 'n': 36, 'trace_an': 2}
-
id: 252702036
{'hecke_orbit_code': 94575592208344403, 'n': 37, 'trace_an': 11}
-
id: 252702037
{'hecke_orbit_code': 94575592208344403, 'n': 38, 'trace_an': 4}
-
id: 252702038
{'hecke_orbit_code': 94575592208344403, 'n': 39, 'trace_an': 1}
-
id: 252702039
{'hecke_orbit_code': 94575592208344403, 'n': 40, 'trace_an': 0}
-
id: 252702040
{'hecke_orbit_code': 94575592208344403, 'n': 41, 'trace_an': 5}
-
id: 252702041
{'hecke_orbit_code': 94575592208344403, 'n': 42, 'trace_an': 0}
-
id: 252702042
{'hecke_orbit_code': 94575592208344403, 'n': 43, 'trace_an': 4}
-
id: 252702043
{'hecke_orbit_code': 94575592208344403, 'n': 44, 'trace_an': -2}
-
id: 252702044
{'hecke_orbit_code': 94575592208344403, 'n': 45, 'trace_an': -1}
-
id: 252702045
{'hecke_orbit_code': 94575592208344403, 'n': 46, 'trace_an': -6}
-
id: 252702046
{'hecke_orbit_code': 94575592208344403, 'n': 47, 'trace_an': 10}
-
id: 252702047
{'hecke_orbit_code': 94575592208344403, 'n': 48, 'trace_an': -4}
-
id: 252702048
{'hecke_orbit_code': 94575592208344403, 'n': 49, 'trace_an': 0}
-
id: 252702049
{'hecke_orbit_code': 94575592208344403, 'n': 50, 'trace_an': 2}
-
id: 252702050
{'hecke_orbit_code': 94575592208344403, 'n': 51, 'trace_an': 1}
-
id: 252702051
{'hecke_orbit_code': 94575592208344403, 'n': 52, 'trace_an': 2}
-
id: 252702052
{'hecke_orbit_code': 94575592208344403, 'n': 53, 'trace_an': 11}
-
id: 252702053
{'hecke_orbit_code': 94575592208344403, 'n': 54, 'trace_an': 2}
-
id: 252702054
{'hecke_orbit_code': 94575592208344403, 'n': 55, 'trace_an': 1}
-
id: 252702055
{'hecke_orbit_code': 94575592208344403, 'n': 56, 'trace_an': 0}
-
id: 252702056
{'hecke_orbit_code': 94575592208344403, 'n': 57, 'trace_an': 2}
-
id: 252702057
{'hecke_orbit_code': 94575592208344403, 'n': 58, 'trace_an': -4}
-
id: 252702058
{'hecke_orbit_code': 94575592208344403, 'n': 59, 'trace_an': -8}
-
id: 252702059
{'hecke_orbit_code': 94575592208344403, 'n': 60, 'trace_an': -2}
-
id: 252702060
{'hecke_orbit_code': 94575592208344403, 'n': 61, 'trace_an': -13}
-
id: 252702061
{'hecke_orbit_code': 94575592208344403, 'n': 62, 'trace_an': 12}
-
id: 252702062
{'hecke_orbit_code': 94575592208344403, 'n': 63, 'trace_an': 0}
-
id: 252702063
{'hecke_orbit_code': 94575592208344403, 'n': 64, 'trace_an': -8}
-
id: 252702064
{'hecke_orbit_code': 94575592208344403, 'n': 65, 'trace_an': -1}
-
id: 252702065
{'hecke_orbit_code': 94575592208344403, 'n': 66, 'trace_an': -2}
-
id: 252702066
{'hecke_orbit_code': 94575592208344403, 'n': 67, 'trace_an': 12}
-
id: 252702067
{'hecke_orbit_code': 94575592208344403, 'n': 68, 'trace_an': 2}
-
id: 252702068
{'hecke_orbit_code': 94575592208344403, 'n': 69, 'trace_an': -3}
-
id: 252702069
{'hecke_orbit_code': 94575592208344403, 'n': 70, 'trace_an': 0}
-
id: 252702070
{'hecke_orbit_code': 94575592208344403, 'n': 71, 'trace_an': -5}
-
id: 252702071
{'hecke_orbit_code': 94575592208344403, 'n': 72, 'trace_an': 0}
-
id: 252702072
{'hecke_orbit_code': 94575592208344403, 'n': 73, 'trace_an': -10}
-
id: 252702073
{'hecke_orbit_code': 94575592208344403, 'n': 74, 'trace_an': 22}
-
id: 252702074
{'hecke_orbit_code': 94575592208344403, 'n': 75, 'trace_an': 1}
-
id: 252702075
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