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mf_newforms • Show schema
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{'Nk2': 1452, 'analytic_conductor': 2.898569593372478, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [11, -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': [363, 1, [122, 244], [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]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199288295787, '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': '363.2.a.c', 'level': 363, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '363.2.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-q^{3}+2q^{4}+4q^{5}-2q^{6}+\\cdots', 'related_objects': ['EllipticCurve/Q/363/c'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '363.2.a', 'trace_display': [2, -1, 4, -1], 'trace_hash': 6349276946443707, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.039', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.973', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.057', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.902', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.096', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.680', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, 'traces': [1, 2, -1, 2, 4, -2, -1, 0, 1, 8, 0, -2, 2, -2, -4, -4, -4, 2, 3, 8, 1, 0, 2, 0, 11, 4, -1, -2, -6, -8, -5, -8, 0, -8, -4, 2, 3, 6, -2, 0, 2, 2, -12, 0, 4, 4, 2, 4, -6, 22, 4, 4, 6, -2, 0, 0, -3, -12, -10, -8, -3, -10, -1, -8, 8, 0, -1, -8, -2, -8, 0, 0, 11, 6, -11, 6, 0, -4, -11, -16, 1, 4, -6, 2, -16, -24, 6, 0, 12, 8, -2, 4, 5, 4, 12, 8, 5, -12, 0, 22, 10, 8, -7, 0, 4, 12, 18, -2, -1, 0, -3, 4, 6, -6, 8, -12, 2, -20, 4, 0, 0, -6, -2, -10, 24, -2, 13, 0, 12, 16, 6, 0, -3, -2, -4, 0, 8, -4, -16, -8, -2, 0, 0, -4, -24, 22, 6, 6, 16, -22, 16, 0, -4, 0, -20, -4, -1, -22, -6, -32, -2, 2, 25, 4, 0, -12, 18, 0, -9, -32, 3, -24, -24, 12, -11, 0, 10, 24, 6, 8, -23, -4, 3, 0, 12, 10, 0, 4, 1, 24, 8, 8, 5, 10, -8, -12, 8, 0, -21, 0, 1, 20, 6, 8, 8, -14, 2, -8, 0, 8, 21, 12, 0, 36, -48, 0, 5, -2, -11, 0, -8, -6, -17, 8, 11, 12, 0, -6, -18, 16, 0, 0, -18, 4, 8, -20, 11, 8, -6, 16, 14, 0, -1, -6, -24, -4, 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-3, 0], 'weight': 2, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1], [2], [-1], [2], [4], [-2], [-1], [0], [1], [8], [0], [-2], [2], [-2], [-4], [-4], [-4], [2], [3], [8], [1], [0], [2], [0], [11], [4], [-1], [-2], [-6], [-8], [-5], [-8], [0], [-8], [-4], [2], [3], [6], [-2], [0], [2], [2], [-12], [0], [4], [4], [2], [4], [-6], [22], [4], [4], [6], [-2], [0], [0], [-3], [-12], [-10], [-8], [-3], [-10], [-1], [-8], [8], [0], [-1], [-8], [-2], [-8], [0], [0], [11], [6], [-11], [6], [0], [-4], [-11], [-16], [1], [4], [-6], [2], [-16], [-24], [6], [0], [12], [8], [-2], [4], [5], [4], [12], [8], [5], [-12], [0], [22]], 'ap': [[2], [-1], [4], [-1], [0], [2], [-4], [3], [2], [-6], [-5], [3], [2], [-12], [2], [6], [-10], [-3], [-1], [0], [11], [-11], [-6], [12], [5], [10], [-7], [18], [-1], [6], [13], [6], [8], [-16], [16], [16], [-1], [25], [18], [-24], [6], [-23], [8], [5], [8], [-21], [21], [-17], [0], [-18], [-18], [-6], [14], [-2], [-14], [10], [-14], [-8], [11], [12], [11], [-12], [19], [24], [-10], [-20], [-11], [-5], [2], [-15], [-12], [-4], [-8], [-7], [16], [26], [18], [31], [-28], [-21], [26], [-2], [-18], [-17], [-37], [4], [20], [-18], [6], [16], [24], [22], [-40], [14], [23], [32], [6], [-6], [-29], [2], [-20], [8], [-28], [-12], [25], [15], [4], [46], [-8], [1], [-8], [13], [-24], [-4], [-32], [-24], [-37], [-4], [10], [-46], [-5], [13], [-12], [-34], [11], [-50], [26], [-6], [-12], [30], [-41], [20], [19], [5], [24], [-11], [36], [-4], [-10], [48], [17], [38], [-27], [10], [-11], [16], [-11], [4], [-45], [30], [45], [2], [49], [22], [33], [36], [5], [-18], [-23], [-42], [54], [-34], [-13], [2], [-42], [6], [4], [49]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199288295787, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '363.2.a.c', 'level': 363, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [11, -1]], 2, 1], [[[3, -1], [11, 1]], 8, 3], [[[3, 1], [11, 1]], 4, 2], [[[3, 1], [11, -1]], 5, 4]], 'ALdims': [4, 5, 8, 2], 'Nk2': 1452, 'analytic_conductor': 2.898569593372478, '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': [363, 1, [122, 244], [1, 1]], 'conrey_index': 1, 'cusp_dim': 33, 'dim': 19, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33554795, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 2, 2, 4], 'label': '363.2.a', 'level': 363, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 56, 'mf_new_dim': 19, 'num_forms': 10, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 19, 'sturm_bound': 88, 'trace_bound': 3, 'trace_display': [-1, 1, 2, -4], 'traces': [19, -1, 1, 21, 2, 1, -4, 3, 19, 2, 0, -1, 2, -12, -2, 13, 2, -1, 0, -10, 4, 0, -12, -3, 21, -10, 1, 4, 6, -2, 4, -5, 0, -10, 8, 21, -10, -4, -2, -6, 2, 0, 0, 0, 2, -8, -16, -1, 3, 1, -2, -2, -10, 1, 0, -12, 0, -14, -16, -10, -6, 8, -4, -15, -4, 0, -8, -2, 4, -20, -20, 3, 14, -6, -9, 0, 0, -14, 4, -38, 19, -30, -12, -4, -4, -32, -6, 0, -10, 2, 20, -24, 28, -8, 0, 5, 18, -9, 0, -13, -2, -10, 20, -42, -8, -6, 12, -1, 2, 0, 42, 4, -18, -16, -4, -6, 2, 4, -24, 6, 0, 78, -2, -36, 84, -12, 4, 3, 0, 76, 12, 0, 8, 4, -2, -62, 90, 8, 8, -8, -4, 0, 0, 13, -12, 98, 37, -34, 22, -1, -20, -48, 2, 0, -60, 2, 74, -28, 2, 10, -32, -1, 12, -2, 0, -56, 0, -36, -7, 60, 0, 0, 6, -14, 4, 0, -12, 6, -40, -10, -14, 8, 6, 24, 100, -8, 0, -36, 4, -80, -36, -17, 14, -2, 4, -39, 14, 0, -32, -3, 24, 58, -24, 2, -4, -8, -12, -2, 0, -40, 0, 190, -16, 200, 0, -3, 32, 186, -14, 0, 64, 6, -12, 144, 21, 6, -12, 0, -58, 16, 0, 130, -30, -10, -40, -88, -4, 8, -24, -34, -10, 0, 1, 6, -42, -34, -16, -24, 12, -12, -60, 4, 0, 192, 4, -59, -26, -20, -24, 4, 6, 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0, -28, -72, 176, 0, -4, 32, -12, 4, 0, 119, -4, 226, 204, -4, 11, 0, 14, -120, 0, 0, 68, -6, 164, 54, -14, 16, -12, -4, 108, -16, 0, -125, 12, -16, -24, 260, -6, -24, -12, -32, 2, 0, -10, -46, -176, 6, 34, -4, -8, -8, 202, -6, 0, -120, -24, -68, 102, -60, -8, 14, 8, 56, -8, 0, 18, 44, 168, 244, -180, -4, 0, 42, -72, 16, 0, -36, 8, 108, -15, 154, 13, -14, 12, 84, 2, 0, 106, -4, 62, 104, 79, 0, -8, -14, 54, -38, 0, 72, -22, 12, -156, -96, 3, -26, 0, -8, 20, 0, -46, 4, -216, -72, 60, 16, -2, -14, -184, 4, 0, 150, 8, 12, -256, 4, 24, 24, 2, -113, 22, 0, 158, 12, -20, 100, 28, 0, -22, -8, 178, 18, 0, -20, -6, -146, -68, -100, 32, 0, 0, 88, 3, 0, -110, -32, -32, 242, -54, -24, -2, 14, -256, -4, 0, -110, 20, -32, 52, 88, -6, 48, 0, -24, -8, 0, -60, 46, 78, -9, -229, -18, -6, -8, 100, 12, 0, -128, 0, 104, -228, 126, 0, 12, -16, -48, -6, 0, 44, -16, -62, -28, -226, 30, -4, -50, -14, 0, 0, -72, -18, 92, -64, 198, 0, 4, -18, -80, -8, 0, -236, 24, 56, -164, -38, -32, 19, 10, -58, -6, 0, 100, -24, 19, -28, 120, -6, -30, 32, 174, -40, 0, -30, -8, 52, -12, -16, -40, 24, -44, -110, -12, 0, -116, 12, 124, -252, -48, -12, 40, -4, 126, -28, 0, -92, -6, 168, 0, -16, -4, 16, -8, -129, -2, 0, -46, -14, 214, -32, 40, 6, 24, 18, -140, -4, 0, -236, -6, -287, 108, -76, 8, -14, -16, -44, 24, 0, -108, 2, -92, -44, -14, 0, 16, 5, -10, -26, 0, 84, 64, -276, 182, 70, -54, 2, 56, -96, 20, 0, 100, 2, -128, -258, 20, 4, 14, 2, -124, 24, 0, 4, -20, -24, -114, -280, -26, 14, 18, 152, 0, 0, 28, 4, -84, -112, -159, 26, -18, 0, 142, -8, 0, 198, 16, -198, 276, -84, 34, -24, 0, 132, 10, 0, -88, 0, -68, 16, 288, 5, -12, -34, -53, -32, 0, 164, -8, 162, 18, -20, -48, 14, -6, -220, -6, 0, 26, -9, 348, 76, -48, -28, -8, -18, -148, -12, 0, -140, 0, -118, 84, 108, -16, -2, -48, -13, 12, 0, -36, -18, -60, -72, -132, 12, -2, -16, 284, 0, 0, -30, -12, -54, 136, -10, 20, -48, 32, 30, 0, 0, 146, -16, 20, 154, -162, 16, 0, 30, -100, 12, 0, -42, -26, 456, 82, 356, 54, 14, 16, 356, -8, 0, 312, 4, -184, 392, 210, -24, -22, -6, 60, 24, 0, 464, -8, 90, -157, -156, 12, 10, -28, -64, -4, 0, -76, 4, -100, -1, -144, 16, 2, 6, -186, 4, 0, 274, 2, -36, -208, -106, -28, -12, 32, -208, 0, 0, 292, 40, -84, 404, 12, -12, -14, 4, 42, 36], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 275348
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '363.2.a.c', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '363.2.a.a', 'target_level': 363, 'twist_class_label': '363.2.a.a', 'twist_class_level': 363, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 275349
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '363.2.a.c', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '363.2.a.c', 'target_level': 363, 'twist_class_label': '363.2.a.a', 'twist_class_level': 363, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 275350
{'conductor': 11, 'degree': 4, 'multiplicity': 4, 'order': 5, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '363.2.a.c', 'source_level': 363, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '363.2.e.d', 'target_level': 363, 'twist_class_label': '363.2.a.a', 'twist_class_level': 363, 'twisting_char_label': '11.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 275351
{'conductor': 11, 'degree': 4, 'multiplicity': 4, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '363.2.a.c', 'source_level': 363, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '363.2.e.i', 'target_level': 363, 'twist_class_label': '363.2.a.a', 'twist_class_level': 363, 'twisting_char_label': '11.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 275352
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '363.2.a.c', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1089.2.a.a', 'target_level': 1089, 'twist_class_label': '363.2.a.a', 'twist_class_level': 363, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 275353
{'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '363.2.a.c', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1089.2.a.k', 'target_level': 1089, 'twist_class_label': '363.2.a.a', 'twist_class_level': 363, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 275354
{'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '363.2.a.c', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 34, 'target_is_minimal': False, 'target_label': '5808.2.a.bh', 'target_level': 5808, 'twist_class_label': '363.2.a.a', 'twist_class_level': 363, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 275355
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '363.2.a.c', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 35, 'target_is_minimal': False, 'target_label': '5808.2.a.bi', 'target_level': 5808, 'twist_class_label': '363.2.a.a', 'twist_class_level': 363, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 275356
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '363.2.a.c', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '9075.2.a.b', 'target_level': 9075, 'twist_class_label': '363.2.a.a', 'twist_class_level': 363, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 275357
{'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '363.2.a.c', 'source_level': 363, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 20, 'target_is_minimal': False, 'target_label': '9075.2.a.t', 'target_level': 9075, 'twist_class_label': '363.2.a.a', 'twist_class_level': 363, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 775725
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 2}
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id: 775726
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 3}
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id: 775727
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 5}
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id: 775728
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 7}
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id: 775729
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 11}
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id: 775730
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 13}
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id: 775731
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 17}
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id: 775732
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 19}
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id: 775733
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 23}
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id: 775734
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 29}
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id: 775735
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 31}
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id: 775736
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 37}
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id: 775737
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 41}
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id: 775738
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 43}
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id: 775739
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 47}
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id: 775740
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 53}
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id: 775741
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 59}
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id: 775742
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 61}
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id: 775743
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 67}
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id: 775744
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 71}
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id: 775745
{'charpoly_factorization': [[[-11, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 73}
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id: 775746
{'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 79}
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id: 775747
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 83}
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id: 775748
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 89}
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id: 775749
{'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 9007199288295787, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '363.2.a.c', 'level': 363, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 101022000
{'hecke_orbit_code': 9007199288295787, 'n': 1, 'trace_an': 1}
-
id: 101022001
{'hecke_orbit_code': 9007199288295787, 'n': 2, 'trace_an': 2}
-
id: 101022002
{'hecke_orbit_code': 9007199288295787, 'n': 3, 'trace_an': -1}
-
id: 101022003
{'hecke_orbit_code': 9007199288295787, 'n': 4, 'trace_an': 2}
-
id: 101022004
{'hecke_orbit_code': 9007199288295787, 'n': 5, 'trace_an': 4}
-
id: 101022005
{'hecke_orbit_code': 9007199288295787, 'n': 6, 'trace_an': -2}
-
id: 101022006
{'hecke_orbit_code': 9007199288295787, 'n': 7, 'trace_an': -1}
-
id: 101022007
{'hecke_orbit_code': 9007199288295787, 'n': 8, 'trace_an': 0}
-
id: 101022008
{'hecke_orbit_code': 9007199288295787, 'n': 9, 'trace_an': 1}
-
id: 101022009
{'hecke_orbit_code': 9007199288295787, 'n': 10, 'trace_an': 8}
-
id: 101022010
{'hecke_orbit_code': 9007199288295787, 'n': 11, 'trace_an': 0}
-
id: 101022011
{'hecke_orbit_code': 9007199288295787, 'n': 12, 'trace_an': -2}
-
id: 101022012
{'hecke_orbit_code': 9007199288295787, 'n': 13, 'trace_an': 2}
-
id: 101022013
{'hecke_orbit_code': 9007199288295787, 'n': 14, 'trace_an': -2}
-
id: 101022014
{'hecke_orbit_code': 9007199288295787, 'n': 15, 'trace_an': -4}
-
id: 101022015
{'hecke_orbit_code': 9007199288295787, 'n': 16, 'trace_an': -4}
-
id: 101022016
{'hecke_orbit_code': 9007199288295787, 'n': 17, 'trace_an': -4}
-
id: 101022017
{'hecke_orbit_code': 9007199288295787, 'n': 18, 'trace_an': 2}
-
id: 101022018
{'hecke_orbit_code': 9007199288295787, 'n': 19, 'trace_an': 3}
-
id: 101022019
{'hecke_orbit_code': 9007199288295787, 'n': 20, 'trace_an': 8}
-
id: 101022020
{'hecke_orbit_code': 9007199288295787, 'n': 21, 'trace_an': 1}
-
id: 101022021
{'hecke_orbit_code': 9007199288295787, 'n': 22, 'trace_an': 0}
-
id: 101022022
{'hecke_orbit_code': 9007199288295787, 'n': 23, 'trace_an': 2}
-
id: 101022023
{'hecke_orbit_code': 9007199288295787, 'n': 24, 'trace_an': 0}
-
id: 101022024
{'hecke_orbit_code': 9007199288295787, 'n': 25, 'trace_an': 11}
-
id: 101022025
{'hecke_orbit_code': 9007199288295787, 'n': 26, 'trace_an': 4}
-
id: 101022026
{'hecke_orbit_code': 9007199288295787, 'n': 27, 'trace_an': -1}
-
id: 101022027
{'hecke_orbit_code': 9007199288295787, 'n': 28, 'trace_an': -2}
-
id: 101022028
{'hecke_orbit_code': 9007199288295787, 'n': 29, 'trace_an': -6}
-
id: 101022029
{'hecke_orbit_code': 9007199288295787, 'n': 30, 'trace_an': -8}
-
id: 101022030
{'hecke_orbit_code': 9007199288295787, 'n': 31, 'trace_an': -5}
-
id: 101022031
{'hecke_orbit_code': 9007199288295787, 'n': 32, 'trace_an': -8}
-
id: 101022032
{'hecke_orbit_code': 9007199288295787, 'n': 33, 'trace_an': 0}
-
id: 101022033
{'hecke_orbit_code': 9007199288295787, 'n': 34, 'trace_an': -8}
-
id: 101022034
{'hecke_orbit_code': 9007199288295787, 'n': 35, 'trace_an': -4}
-
id: 101022035
{'hecke_orbit_code': 9007199288295787, 'n': 36, 'trace_an': 2}
-
id: 101022036
{'hecke_orbit_code': 9007199288295787, 'n': 37, 'trace_an': 3}
-
id: 101022037
{'hecke_orbit_code': 9007199288295787, 'n': 38, 'trace_an': 6}
-
id: 101022038
{'hecke_orbit_code': 9007199288295787, 'n': 39, 'trace_an': -2}
-
id: 101022039
{'hecke_orbit_code': 9007199288295787, 'n': 40, 'trace_an': 0}
-
id: 101022040
{'hecke_orbit_code': 9007199288295787, 'n': 41, 'trace_an': 2}
-
id: 101022041
{'hecke_orbit_code': 9007199288295787, 'n': 42, 'trace_an': 2}
-
id: 101022042
{'hecke_orbit_code': 9007199288295787, 'n': 43, 'trace_an': -12}
-
id: 101022043
{'hecke_orbit_code': 9007199288295787, 'n': 44, 'trace_an': 0}
-
id: 101022044
{'hecke_orbit_code': 9007199288295787, 'n': 45, 'trace_an': 4}
-
id: 101022045
{'hecke_orbit_code': 9007199288295787, 'n': 46, 'trace_an': 4}
-
id: 101022046
{'hecke_orbit_code': 9007199288295787, 'n': 47, 'trace_an': 2}
-
id: 101022047
{'hecke_orbit_code': 9007199288295787, 'n': 48, 'trace_an': 4}
-
id: 101022048
{'hecke_orbit_code': 9007199288295787, 'n': 49, 'trace_an': -6}
-
id: 101022049
{'hecke_orbit_code': 9007199288295787, 'n': 50, 'trace_an': 22}
-
id: 101022050
{'hecke_orbit_code': 9007199288295787, 'n': 51, 'trace_an': 4}
-
id: 101022051
{'hecke_orbit_code': 9007199288295787, 'n': 52, 'trace_an': 4}
-
id: 101022052
{'hecke_orbit_code': 9007199288295787, 'n': 53, 'trace_an': 6}
-
id: 101022053
{'hecke_orbit_code': 9007199288295787, 'n': 54, 'trace_an': -2}
-
id: 101022054
{'hecke_orbit_code': 9007199288295787, 'n': 55, 'trace_an': 0}
-
id: 101022055
{'hecke_orbit_code': 9007199288295787, 'n': 56, 'trace_an': 0}
-
id: 101022056
{'hecke_orbit_code': 9007199288295787, 'n': 57, 'trace_an': -3}
-
id: 101022057
{'hecke_orbit_code': 9007199288295787, 'n': 58, 'trace_an': -12}
-
id: 101022058
{'hecke_orbit_code': 9007199288295787, 'n': 59, 'trace_an': -10}
-
id: 101022059
{'hecke_orbit_code': 9007199288295787, 'n': 60, 'trace_an': -8}
-
id: 101022060
{'hecke_orbit_code': 9007199288295787, 'n': 61, 'trace_an': -3}
-
id: 101022061
{'hecke_orbit_code': 9007199288295787, 'n': 62, 'trace_an': -10}
-
id: 101022062
{'hecke_orbit_code': 9007199288295787, 'n': 63, 'trace_an': -1}
-
id: 101022063
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