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{'Nk2': 11700, 'analytic_conductor': 23.35624259122451, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [2925, 1, [326, 352, 2251], [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]], [7, [-1, 1]], [11, [5, 1]]], 'hecke_orbit': 19, 'hecke_orbit_code': 81064793326226285, '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': '2925.2.a.s', 'level': 2925, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'minimal_twist': '195.2.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+2q^{4}+q^{7}-5q^{11}+q^{13}+\\cdots', 'related_objects': ['EllipticCurve/Q/2925/s'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2925.2.a', 'trace_display': [2, 0, 0, 1], 'trace_hash': 411010922548861267, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.964', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.871', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1], [2], [0], [2], [0], [0], [1], [0], [0], [0], [-5], [0], [1], [2], [0], [-4], [-7], [0], [-6], [0], [0], [-10], [3], [0], [0], [2], [0], [2], [-2], [0], [2], [-8], [0], [-14], [0], [0], [-7], [-12], [0], [0], [-9], [0], [8], [-10], [0], [6], [10], [0], [-6], [0], [0], [2], [5], [0], [0], [0], [0], [-4], [0], [0], [5], [4], [0], [-8], [0], [0], [4], [-14], [0], [0], [-9], [0], [6], [-14], [0], [-12], [-5], [0], [-3], [0], [0], [-18], [-4], [0], [0], [16], [0], [0], [-11], [0], [1], [6], [0], [20], [0], [0], [11], [-12], [0], [0]], 'ap': [[2], [0], [0], [1], [-5], [1], [-7], [-6], [3], [-2], [2], [-7], [-9], [8], [10], [5], [0], [5], [4], [-9], [6], [-3], [-4], [-11], [11], [0], [4], [-17], [4], [10], [2], [22], [-14], [15], [-15], [-8], [-18], [-15], [-24], [-18], [-6], [-7], [12], [17], [24], [-28], [-12], [8], [-2], [14], [19], [-9], [22], [0], [2], [-16], [24], [-22], [2], [-18], [-20], [4], [-23], [-20], [22], [-24], [0], [-8], [11], [24], [-6], [16], [-4], [32], [10], [-6], [4], [-15], [14], [30], [-26], [-20], [40], [20], [15], [-1], [-9], [7], [-37], [-15], [-1], [-3], [-5], [0], [-14], [36], [-27], [18], [0], [38], [-36], [-2], [11], [20], [-39], [7], [-2], [-16], [-20], [-5], [32], [-9], [18], [-38], [-20], [-20], [37], [17], [18], [-24], [-40], [-42], [21], [16], [10], [-28], [-44], [-16], [18], [-43], [-6], [30], [-13], [-20], [42], [-28], [-20], [-44], [39], [50], [24], [-17], [4], [-26], [-2], [-17], [39], [-45], [19], [6], [-18], [-14], [-44], [13], [-38], [12], [-19], [29], [6], [-15], [12], [-15], [8], [28], [-12], [-4], [-57], [-8], [14], [49], [20], [-22], [-44], [-1], [19], [-40], [-50], [-23], [12], [-10], [29], [8], [-50], [58], [-54], [0], [0], [-5], [-8], [25], [20], [-18], [-43], [15], [-12], [-11], [62], [58], [12], [-21], [-14], [25], [-13], [53], [45], [59], [26], [4], [21], [-13], [24], [-34], [-16], [-18], [-12], [-8], [28], [34], [26], [22], [43], [-26], [-14], [4], [59], [-43], [-29], [-54], [18], [71], [-56], [-17], [56], [24], [-58], [42], [-56], [-38], [-6], [60], [-32], [23], [-12], [16], [24], [-64], [8], [-25], [-60], [-72], [-70], [-38], [-78], [-23], [3], [45], [-42], [45], [22], [3], [-18], [-27], [24], [40], [-42], [-31], [25], [-27], [-57], [66], [-34], [47], [-73], [-16], [74], [15], [-44], [-68], [36], [18], [-37], [-24], [24], [-6], [8], [28], [24], [56], [42], [-32], [24], [28], [28], [-12], [-2], [38], [48], [47], [12], [-35], [38], [28], [-83], [-51], [-16], [-39], [-27], [31], [-88], [68], [27], [-6], [-6], [-4], [0], [37], [-67], [75], [-6], [0], [76], [-18], [-30], [-59], [38], [87], [-6], [25], [15], [62], [10], [51], [-72], [48], [-24], [-30], [10], [88], [58], [-22], [-73], [-45], [57], [68], [-6], [56], [-87], [49], [24], [31], [50], [25], [-41], [-38], [19], [6], [-17], [-60], [-54], [18], [42], [-24], [28], [12], [54], [-32], [-56], [21], [37], [-38], [52], [36], [-34], [31], [48], [-87], [-22], [-73], [0], [70], [-18], [10], [40], [-42], [-64], [8], [34], [0], [32], [27], [56], [-26], [-9], [40], [39], [-26], [-86], [54], [-85], [6], [-14], [-85], [-21], [36], [-45], [7], [-58], [66], [-69], [-15], [90], [-45], [-57], [35], [82], [42], [-3], [2], [-8], [-55], [6], [61], [40], [64], [86], [-12], [-29], [67], [-34], [58]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 81064793326226285, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '2925.2.a.s', 'level': 2925, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [13, -1]], 16, 6], [[[3, -1], [5, -1], [13, 1]], 14, 7], [[[3, 1], [5, 1], [13, 1]], 6, 4], [[[3, 1], [5, 1], [13, -1]], 12, 5], [[[3, 1], [5, -1], [13, -1]], 8, 2], [[[3, -1], [5, 1], [13, 1]], 15, 8], [[[3, 1], [5, -1], [13, 1]], 12, 2], [[[3, -1], [5, 1], [13, -1]], 12, 9]], 'ALdims': [6, 12, 12, 8, 15, 12, 14, 16], 'Nk2': 11700, 'analytic_conductor': 23.35624259122451, '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': [2925, 1, [326, 352, 2251], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 397, 'dim': 95, 'eis_dim': 47, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 11], 'hecke_orbit_code': 33557357, 'hecke_orbit_dims': [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, 3, 3, 3, 3, 3, 3, 3, 5, 5, 6, 6, 6, 6], 'label': '2925.2.a', 'level': 2925, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'mf_dim': 444, 'mf_new_dim': 95, 'num_forms': 43, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 95, 'sturm_bound': 840, 'trace_bound': 11, 'trace_display': [1, 0, 0, 4], 'traces': [95, 1, 0, 101, 0, 0, 4, -3, 0, 0, 4, 0, 1, -8, 0, 117, 2, 0, 12, 0, 0, 28, -8, 0, 0, 3, 0, 20, 18, 0, -8, 5, 0, 6, 0, 0, 2, -20, 0, 0, -6, 0, 4, -4, 0, 20, -16, 0, 91, 0, 0, 7, 34, 0, 0, 48, 0, -2, -24, 0, 10, 36, 0, 181, 0, 0, 8, -10, 0, 0, -24, 0, 30, 66, 0, 60, 20, 0, 4, 0, 0, -54, -44, 0, 0, 32, 0, 40, 10, 0, 0, 4, 0, -100, 0, 0, 34, -31, 0, 0, 10, 0, -12, 15, 0, -10, 4, 0, 50, 0, 0, 28, 26, 0, 0, 106, 0, 0, 44, 0, 183, 82, 0, -164, 0, 0, -4, 109, 0, 0, -40, 0, -28, -108, 0, -26, -30, 0, -24, 0, 0, -4, -8, 0, 0, 22, 0, 94, 46, 0, -104, -136, 0, -68, 0, 0, -10, 32, 0, 0, 4, 0, -48, -14, 0, -168, -72, 0, 95, 0, 0, -64, 18, 0, 0, 92, 0, 14, -40, 0, -50, -20, 0, -16, 0, 0, -24, -24, 0, 0, 60, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 1022515
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '195.2.a.c', 'target_level': 195, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1022516
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '585.2.a.c', 'target_level': 585, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1022517
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '975.2.a.a', 'target_level': 975, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1022518
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '975.2.c.c', 'target_level': 975, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1022519
{'conductor': 195, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '2535.2.a.d', 'target_level': 2535, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, 'twisting_char_label': '195.e', 'twisting_char_orbit': 5, 'weight': 2}
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id: 1022520
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '2925.2.a.s', 'target_level': 2925, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1022521
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '2925.2.c.a', 'target_level': 2925, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 1022522
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '3120.2.a.d', 'target_level': 3120, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 1022523
{'conductor': 65, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '7605.2.a.t', 'target_level': 7605, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, 'twisting_char_label': '65.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1022524
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 48, 'target_is_minimal': False, 'target_label': '9360.2.a.bv', 'target_level': 9360, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1022525
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 19, 'source_is_minimal': False, 'source_label': '2925.2.a.s', 'source_level': 2925, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '9555.2.a.u', 'target_level': 9555, 'twist_class_label': '195.2.a.c', 'twist_class_level': 195, '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: 2919975
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 2}
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id: 2919976
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 3}
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id: 2919977
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 5}
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id: 2919978
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 7}
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id: 2919979
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 11}
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id: 2919980
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 13}
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id: 2919981
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 17}
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id: 2919982
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 19}
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id: 2919983
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 23}
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id: 2919984
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 29}
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id: 2919985
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 31}
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id: 2919986
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 37}
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id: 2919987
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 41}
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id: 2919988
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 43}
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id: 2919989
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 47}
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id: 2919990
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 53}
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id: 2919991
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 59}
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id: 2919992
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 61}
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id: 2919993
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 67}
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id: 2919994
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 71}
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id: 2919995
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 73}
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id: 2919996
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 79}
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id: 2919997
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 83}
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id: 2919998
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 89}
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id: 2919999
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 81064793326226285, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 19, 'label': '2925.2.a.s', 'level': 2925, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 243992000
{'hecke_orbit_code': 81064793326226285, 'n': 1, 'trace_an': 1}
-
id: 243992001
{'hecke_orbit_code': 81064793326226285, 'n': 2, 'trace_an': 2}
-
id: 243992002
{'hecke_orbit_code': 81064793326226285, 'n': 3, 'trace_an': 0}
-
id: 243992003
{'hecke_orbit_code': 81064793326226285, 'n': 4, 'trace_an': 2}
-
id: 243992004
{'hecke_orbit_code': 81064793326226285, 'n': 5, 'trace_an': 0}
-
id: 243992005
{'hecke_orbit_code': 81064793326226285, 'n': 6, 'trace_an': 0}
-
id: 243992006
{'hecke_orbit_code': 81064793326226285, 'n': 7, 'trace_an': 1}
-
id: 243992007
{'hecke_orbit_code': 81064793326226285, 'n': 8, 'trace_an': 0}
-
id: 243992008
{'hecke_orbit_code': 81064793326226285, 'n': 9, 'trace_an': 0}
-
id: 243992009
{'hecke_orbit_code': 81064793326226285, 'n': 10, 'trace_an': 0}
-
id: 243992010
{'hecke_orbit_code': 81064793326226285, 'n': 11, 'trace_an': -5}
-
id: 243992011
{'hecke_orbit_code': 81064793326226285, 'n': 12, 'trace_an': 0}
-
id: 243992012
{'hecke_orbit_code': 81064793326226285, 'n': 13, 'trace_an': 1}
-
id: 243992013
{'hecke_orbit_code': 81064793326226285, 'n': 14, 'trace_an': 2}
-
id: 243992014
{'hecke_orbit_code': 81064793326226285, 'n': 15, 'trace_an': 0}
-
id: 243992015
{'hecke_orbit_code': 81064793326226285, 'n': 16, 'trace_an': -4}
-
id: 243992016
{'hecke_orbit_code': 81064793326226285, 'n': 17, 'trace_an': -7}
-
id: 243992017
{'hecke_orbit_code': 81064793326226285, 'n': 18, 'trace_an': 0}
-
id: 243992018
{'hecke_orbit_code': 81064793326226285, 'n': 19, 'trace_an': -6}
-
id: 243992019
{'hecke_orbit_code': 81064793326226285, 'n': 20, 'trace_an': 0}
-
id: 243992020
{'hecke_orbit_code': 81064793326226285, 'n': 21, 'trace_an': 0}
-
id: 243992021
{'hecke_orbit_code': 81064793326226285, 'n': 22, 'trace_an': -10}
-
id: 243992022
{'hecke_orbit_code': 81064793326226285, 'n': 23, 'trace_an': 3}
-
id: 243992023
{'hecke_orbit_code': 81064793326226285, 'n': 24, 'trace_an': 0}
-
id: 243992024
{'hecke_orbit_code': 81064793326226285, 'n': 25, 'trace_an': 0}
-
id: 243992025
{'hecke_orbit_code': 81064793326226285, 'n': 26, 'trace_an': 2}
-
id: 243992026
{'hecke_orbit_code': 81064793326226285, 'n': 27, 'trace_an': 0}
-
id: 243992027
{'hecke_orbit_code': 81064793326226285, 'n': 28, 'trace_an': 2}
-
id: 243992028
{'hecke_orbit_code': 81064793326226285, 'n': 29, 'trace_an': -2}
-
id: 243992029
{'hecke_orbit_code': 81064793326226285, 'n': 30, 'trace_an': 0}
-
id: 243992030
{'hecke_orbit_code': 81064793326226285, 'n': 31, 'trace_an': 2}
-
id: 243992031
{'hecke_orbit_code': 81064793326226285, 'n': 32, 'trace_an': -8}
-
id: 243992032
{'hecke_orbit_code': 81064793326226285, 'n': 33, 'trace_an': 0}
-
id: 243992033
{'hecke_orbit_code': 81064793326226285, 'n': 34, 'trace_an': -14}
-
id: 243992034
{'hecke_orbit_code': 81064793326226285, 'n': 35, 'trace_an': 0}
-
id: 243992035
{'hecke_orbit_code': 81064793326226285, 'n': 36, 'trace_an': 0}
-
id: 243992036
{'hecke_orbit_code': 81064793326226285, 'n': 37, 'trace_an': -7}
-
id: 243992037
{'hecke_orbit_code': 81064793326226285, 'n': 38, 'trace_an': -12}
-
id: 243992038
{'hecke_orbit_code': 81064793326226285, 'n': 39, 'trace_an': 0}
-
id: 243992039
{'hecke_orbit_code': 81064793326226285, 'n': 40, 'trace_an': 0}
-
id: 243992040
{'hecke_orbit_code': 81064793326226285, 'n': 41, 'trace_an': -9}
-
id: 243992041
{'hecke_orbit_code': 81064793326226285, 'n': 42, 'trace_an': 0}
-
id: 243992042
{'hecke_orbit_code': 81064793326226285, 'n': 43, 'trace_an': 8}
-
id: 243992043
{'hecke_orbit_code': 81064793326226285, 'n': 44, 'trace_an': -10}
-
id: 243992044
{'hecke_orbit_code': 81064793326226285, 'n': 45, 'trace_an': 0}
-
id: 243992045
{'hecke_orbit_code': 81064793326226285, 'n': 46, 'trace_an': 6}
-
id: 243992046
{'hecke_orbit_code': 81064793326226285, 'n': 47, 'trace_an': 10}
-
id: 243992047
{'hecke_orbit_code': 81064793326226285, 'n': 48, 'trace_an': 0}
-
id: 243992048
{'hecke_orbit_code': 81064793326226285, 'n': 49, 'trace_an': -6}
-
id: 243992049
{'hecke_orbit_code': 81064793326226285, 'n': 50, 'trace_an': 0}
-
id: 243992050
{'hecke_orbit_code': 81064793326226285, 'n': 51, 'trace_an': 0}
-
id: 243992051
{'hecke_orbit_code': 81064793326226285, 'n': 52, 'trace_an': 2}
-
id: 243992052
{'hecke_orbit_code': 81064793326226285, 'n': 53, 'trace_an': 5}
-
id: 243992053
{'hecke_orbit_code': 81064793326226285, 'n': 54, 'trace_an': 0}
-
id: 243992054
{'hecke_orbit_code': 81064793326226285, 'n': 55, 'trace_an': 0}
-
id: 243992055
{'hecke_orbit_code': 81064793326226285, 'n': 56, 'trace_an': 0}
-
id: 243992056
{'hecke_orbit_code': 81064793326226285, 'n': 57, 'trace_an': 0}
-
id: 243992057
{'hecke_orbit_code': 81064793326226285, 'n': 58, 'trace_an': -4}
-
id: 243992058
{'hecke_orbit_code': 81064793326226285, 'n': 59, 'trace_an': 0}
-
id: 243992059
{'hecke_orbit_code': 81064793326226285, 'n': 60, 'trace_an': 0}
-
id: 243992060
{'hecke_orbit_code': 81064793326226285, 'n': 61, 'trace_an': 5}
-
id: 243992061
{'hecke_orbit_code': 81064793326226285, 'n': 62, 'trace_an': 4}
-
id: 243992062
{'hecke_orbit_code': 81064793326226285, 'n': 63, 'trace_an': 0}
-
id: 243992063
{'hecke_orbit_code': 81064793326226285, 'n': 64, 'trace_an': -8}
-
id: 243992064
{'hecke_orbit_code': 81064793326226285, 'n': 65, 'trace_an': 0}
-
id: 243992065
{'hecke_orbit_code': 81064793326226285, 'n': 66, 'trace_an': 0}
-
id: 243992066
{'hecke_orbit_code': 81064793326226285, 'n': 67, 'trace_an': 4}
-
id: 243992067
{'hecke_orbit_code': 81064793326226285, 'n': 68, 'trace_an': -14}
-
id: 243992068
{'hecke_orbit_code': 81064793326226285, 'n': 69, 'trace_an': 0}
-
id: 243992069
{'hecke_orbit_code': 81064793326226285, 'n': 70, 'trace_an': 0}
-
id: 243992070
{'hecke_orbit_code': 81064793326226285, 'n': 71, 'trace_an': -9}
-
id: 243992071
{'hecke_orbit_code': 81064793326226285, 'n': 72, 'trace_an': 0}
-
id: 243992072
{'hecke_orbit_code': 81064793326226285, 'n': 73, 'trace_an': 6}
-
id: 243992073
{'hecke_orbit_code': 81064793326226285, 'n': 74, 'trace_an': -14}
-
id: 243992074
{'hecke_orbit_code': 81064793326226285, 'n': 75, 'trace_an': 0}
-
id: 243992075
{'hecke_orbit_code': 81064793326226285, 'n': 76, 'trace_an': -12}
-
id: 243992076
{'hecke_orbit_code': 81064793326226285, 'n': 77, 'trace_an': -5}
-
id: 243992077
{'hecke_orbit_code': 81064793326226285, 'n': 78, 'trace_an': 0}
-
id: 243992078
{'hecke_orbit_code': 81064793326226285, 'n': 79, 'trace_an': -3}
-
id: 243992079
{'hecke_orbit_code': 81064793326226285, 'n': 80, 'trace_an': 0}
-
id: 243992080
{'hecke_orbit_code': 81064793326226285, 'n': 81, 'trace_an': 0}
-
id: 243992081
{'hecke_orbit_code': 81064793326226285, 'n': 82, 'trace_an': -18}
-
id: 243992082
{'hecke_orbit_code': 81064793326226285, 'n': 83, 'trace_an': -4}
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id: 243992083
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