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{'Nk2': 5880, 'analytic_conductor': 11.738009097128216, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 1], [7, -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': [1470, 1, [491, 1177, 1081], [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': [[11, [-2, 1]], [13, [2, 1]], [17, [-4, 1]], [19, [0, 1]], [31, [-2, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994444113342, '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': True, 'label': '1470.2.a.p', 'level': 1470, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'minimal_twist': '1470.2.a.n', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}-q^{5}+q^{6}+q^{8}+\\cdots', 'related_objects': ['EllipticCurve/Q/1470/p'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1470.2.a', 'trace_display': [1, 1, -1, 0], 'trace_hash': 487676175529193078, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.025', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.016', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.045', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.061', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.116', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.206', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, 'traces': [1, 1, 1, 1, -1, 1, 0, 1, 1, -1, 2, 1, -2, 0, -1, 1, 4, 1, 0, -1, 0, 2, 8, 1, 1, -2, 1, 0, 0, -1, 2, 1, 2, 4, 0, 1, 8, 0, -2, -1, 2, 0, -2, 2, -1, 8, -10, 1, 0, 1, 4, -2, -2, 1, -2, 0, 0, 0, -4, -1, 10, 2, 0, 1, 2, 2, 2, 4, 8, 0, -12, 1, -10, 8, 1, 0, 0, -2, 16, -1, 1, 2, -16, 0, -4, -2, 0, 2, -14, -1, 0, 8, 2, -10, 0, 1, -6, 0, 2, 1, 14, 4, 20, -2, 0, -2, 12, 1, -2, -2, 8, 0, -14, 0, -8, 0, -2, -4, 0, -1, -7, 10, 2, 2, -1, 0, -12, 1, -2, 2, -12, 2, 0, 2, -1, 4, -2, 8, 4, 0, -10, -12, -4, 1, 0, -10, 0, 8, -16, 1, 0, 0, 4, 0, -2, -2, 10, 16, -2, -1, 0, 1, -10, 2, -2, -16, -18, 0, -9, -4, 0, -2, 6, 0, 0, 2, -4, -14, -2, -1, 22, 0, 10, 8, -8, 2, 8, -10, 0, 0, 0, 1, -18, -6, 2, 0, 18, 2, -10, 1, 2, 14, 0, 4, -2, 20, 8, -2, 0, 0, -4, -2, -12, 12, 2, 1, 0, -2, -10, -2, -8, 8, -16, 0, 1, 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mf_hecke_nf • Show schema
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{'an': [[1], [1], [1], [1], [-1], [1], [0], [1], [1], [-1], [2], [1], [-2], [0], [-1], [1], [4], [1], [0], [-1], [0], [2], [8], [1], [1], [-2], [1], [0], [0], [-1], [2], [1], [2], [4], [0], [1], [8], [0], [-2], [-1], [2], [0], [-2], [2], [-1], [8], [-10], [1], [0], [1], [4], [-2], [-2], [1], [-2], [0], [0], [0], [-4], [-1], [10], [2], [0], [1], [2], [2], [2], [4], [8], [0], [-12], [1], [-10], [8], [1], [0], [0], [-2], [16], [-1], [1], [2], [-16], [0], [-4], [-2], [0], [2], [-14], [-1], [0], [8], [2], [-10], [0], [1], [-6], [0], [2], [1]], 'ap': [[1], [1], [-1], [0], [2], [-2], [4], [0], [8], [0], [2], [8], [2], [-2], [-10], [-2], [-4], [10], [2], [-12], [-10], [16], [-16], [-14], [-6], [14], [20], [12], [-2], [-14], [-12], [-12], [-2], [4], [-16], [0], [10], [-10], [-18], [6], [-2], [22], [0], [-18], [18], [-10], [-4], [-16], [12], [-10], [-14], [-8], [20], [20], [-12], [0], [10], [14], [-28], [14], [-4], [-30], [20], [20], [26], [6], [-4], [-2], [-4], [-10], [-24], [-20], [28], [-36], [8], [-14], [-24], [-14], [-14], [32], [-36], [38], [12], [-38], [26], [28], [6], [-42], [18], [16], [-8], [-4], [28], [6], [40], [6], [-18], [-30], [-20], [2], [-14], [30], [-24], [-38], [12], [2], [16], [20], [32], [-4], [-8], [-8], [6], [24], [-8], [42], [36], [2], [2], [-34], [26], [10], [-26], [24], [28], [16], [42], [48], [-32], [-30], [48], [-48], [-8], [-20], [30], [-16], [-30], [12], [-2], [-10], [28], [24], [-16], [8], [10], [-12], [-38], [12], [4], [24], [12], [46], [34], [2], [10], [16], [56], [30], [-42], [-50], [0], [-58], [32], [20], [-30], [46], [-24], [-6], [-2], [14], [18], [-50], [0], [30], [-58], [30], [-16], [-40], [40], [26], [4], [12], [52], [60], [-40], [18], [-40], [44], [42], [0], [-54], [12], [-24], [42], [-8], [12], [-50], [-32], [-4], [-6], [-36], [-2], [-26], [56], [12], [-30], [-34], [48], [-38], [-52], [-38], [-54], [16], [-32], [4], [8], [-4], [10], [-72], [2], [18], [-50], [-18], [-20], [-64], [10], [-12], [-48], [64], [-66], [-48], [-56], [-40], [50], [52], [2], [-64], [42], [30], [-20], [-12], [-64], [48], [50], [-40], [-56], [24], [-44], [4], [-24], [12], [-6], [-32], [20], [26], [22], [30], [12], [26], [-30], [-24], [-44], [10], [30], [-16], [60], [52], [-30], [30], [-30], [22], [-62], [82], [-16], [2], [-12], [-52], [-14], [22], [44], [30], [24], [26], [-62], [4], [28], [70], [-50], [-70], [-26], [28], [12], [34], [-76], [-32], [-18], [78], [-42], [-4], [76], [14], [74], [8], [-24], [68], [2], [12], [66], [60], [68], [-34], [16], [74], [-30], [72], [-8], [-36], [20], [-14], [-50], [68], [2], [-18], [56], [-26], [-52], [-4], [-28], [-8], [-2], [14], [50], [34], [60], [-40], [-60], [18], [48], [32], [20], [28], [-90], [38], [48], [50], [66], [-26], [62], [-36], [-46], [-36], [-2], [96], [8], [58], [24], [40], [60], [-6], [16], [60], [-90], [48], [-10], [4], [62], [-18], [52], [-14], [-6], [84], [-32], [36], [-10], [-12], [-52], [-100], [-70], [-70], [-26], [34], [34], [-28], [50], [28], [18], [-40], [-22], [-94], [66], [-50], [50], [86], [20], [-60], [66], [-70], [62], [80], [68], [42], [-66], [68], [16], [38], [-78], [-12], [-10], [-20], [12], [22], [-58], [12], [-80], [-58], [14], [8], [12], [-8], [-38], [48], [-82], [8], [-36], [-30], [-62], [56], [86], [56], [60]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 67553994444113342, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '1470.2.a.p', 'level': 1470, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, 1], [5, 1], [7, -1]], 2, 2], [[[2, 1], [3, 1], [5, -1], [7, -1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [7, -1]], 2, 2], [[[2, 1], [3, 1], [5, 1], [7, -1]], 2, 2], [[[2, 1], [3, -1], [5, -1], [7, -1]], 3, 3], [[[2, -1], [3, -1], [5, -1], [7, 1]], 3, 2], [[[2, 1], [3, -1], [5, 1], [7, 1]], 3, 2], [[[2, -1], [3, 1], [5, 1], [7, 1]], 2, 1], [[[2, -1], [3, -1], [5, 1], [7, -1]], 3, 3], [[[2, 1], [3, 1], [5, 1], [7, 1]], 1, 1], [[[2, -1], [3, 1], [5, -1], [7, 1]], 1, 1], [[[2, 1], [3, 1], [5, -1], [7, 1]], 2, 1]], 'ALdims': [1, 2, 2, 2, 3, 0, 0, 3, 2, 2, 1, 2, 0, 3, 3, 0], 'Nk2': 5880, 'analytic_conductor': 11.738009097128216, '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': [1470, 1, [491, 1177, 1081], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 305, 'dim': 26, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19, 31], 'hecke_orbit_code': 33555902, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2], 'label': '1470.2.a', 'level': 1470, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 368, 'mf_new_dim': 26, 'num_forms': 22, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 26, 'sturm_bound': 672, 'trace_bound': 11, 'trace_display': [0, -2, 0, 0], 'traces': [26, 0, -2, 26, 0, 0, 0, 0, 26, -2, 4, -2, 0, 0, 0, 26, 8, 0, 0, 0, 0, -4, 24, 0, 26, 4, -2, 0, -8, 2, 16, 0, 4, -4, 0, 26, 56, 8, 48, -2, 12, 0, 56, 4, 0, 0, 16, -2, 0, 0, -8, 0, 0, 0, -4, 0, 48, 4, 4, 0, 12, 8, 0, 26, 4, 12, 48, 8, -8, 0, -8, 0, 4, -20, -2, 0, 0, -4, 40, 0, 26, -16, -32, 0, -4, 0, 24, -4, -44, -2, 0, 24, 40, 24, -24, 0, -20, 0, 4, 26, -24, 12, 28, 4, 0, -28, -16, -2, 20, 4, 0, 0, -32, -8, 8, -8, 0, -12, 0, 2, 26, -40, -12, 16, 0, 0, -12, 0, 0, 0, -36, 4, 0, -40, 0, -4, -64, 8, 24, 0, -16, 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52, 72, -48, 24, -72, 0, -24, 168, 52, 24, -64, 44, 0, 632, -64, -52, 0, -16, 52, 0, 448, -128, -12, -432, -16, 20, 0, -84, -120, 288, 192, -184, 12, 0, -8, -400, 16, -124, 56, 0, 0, 364, -4, -96, -144, -32, -48, 0, -8, -560, 0, -40, 28, 192, 0, -16, 12, -32, 372, -72, -32, 0, 72, 288, -24, -216, 8, -48, 0, 56, -292, 16, 2], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 741266
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1470.2.a.p', 'source_level': 1470, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': True, 'target_label': '1470.2.a.n', 'target_level': 1470, 'twist_class_label': '1470.2.a.n', 'twist_class_level': 1470, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 741267
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1470.2.a.p', 'source_level': 1470, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '1470.2.a.p', 'target_level': 1470, 'twist_class_label': '1470.2.a.n', 'twist_class_level': 1470, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 741268
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1470.2.a.p', 'source_level': 1470, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1470.2.i.c', 'target_level': 1470, 'twist_class_label': '1470.2.a.n', 'twist_class_level': 1470, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 741269
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1470.2.a.p', 'source_level': 1470, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1470.2.i.g', 'target_level': 1470, 'twist_class_label': '1470.2.a.n', 'twist_class_level': 1470, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 741270
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1470.2.a.p', 'source_level': 1470, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '4410.2.a.e', 'target_level': 4410, 'twist_class_label': '1470.2.a.n', 'twist_class_level': 1470, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 741271
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1470.2.a.p', 'source_level': 1470, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '4410.2.a.n', 'target_level': 4410, 'twist_class_label': '1470.2.a.n', 'twist_class_level': 1470, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 741272
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1470.2.a.p', 'source_level': 1470, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '7350.2.a.o', 'target_level': 7350, 'twist_class_label': '1470.2.a.n', 'twist_class_level': 1470, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 741273
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1470.2.a.p', 'source_level': 1470, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 34, 'target_is_minimal': False, 'target_label': '7350.2.a.bh', 'target_level': 7350, 'twist_class_label': '1470.2.a.n', 'twist_class_level': 1470, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1972475
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 2}
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id: 1972476
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 3}
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id: 1972477
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 5}
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id: 1972478
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 7}
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id: 1972479
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 11}
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id: 1972480
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 13}
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id: 1972481
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 17}
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id: 1972482
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 19}
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id: 1972483
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 23}
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id: 1972484
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 29}
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id: 1972485
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 31}
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id: 1972486
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 37}
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id: 1972487
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 41}
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id: 1972488
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 43}
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id: 1972489
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 47}
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id: 1972490
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 53}
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id: 1972491
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 59}
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id: 1972492
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 61}
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id: 1972493
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 67}
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id: 1972494
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 71}
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id: 1972495
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 73}
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id: 1972496
{'charpoly_factorization': [[[-16, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 79}
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id: 1972497
{'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 83}
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id: 1972498
{'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 89}
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id: 1972499
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 67553994444113342, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '1470.2.a.p', 'level': 1470, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 234019000
{'hecke_orbit_code': 67553994444113342, 'n': 1, 'trace_an': 1}
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id: 234019001
{'hecke_orbit_code': 67553994444113342, 'n': 2, 'trace_an': 1}
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id: 234019002
{'hecke_orbit_code': 67553994444113342, 'n': 3, 'trace_an': 1}
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id: 234019003
{'hecke_orbit_code': 67553994444113342, 'n': 4, 'trace_an': 1}
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