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{'Nk2': 24960, 'analytic_conductor': 49.82665086127896, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [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': [6240, 1, [1951, 2341, 2081, 2497, 5761], [1, 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': [[7, [0, 1]], [11, [0, 1]], [17, [-2, 1]], [19, [4, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798915672160, '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': '6240.2.a.d', 'level': 6240, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'minimal_twist': '6240.2.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{3}-q^{5}+q^{9}-q^{13}+q^{15}+2q^{17}+\\cdots', 'related_objects': ['EllipticCurve/Q/6240/d'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6240.2.a', 'trace_display': [0, -1, -1, 0], 'trace_hash': 820463488440630420, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.935', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [13, -1]], 4, 3], [[[2, -1], [3, 1], [5, 1], [13, -1]], 6, 3], [[[2, 1], [3, 1], [5, -1], [13, -1]], 5, 3], [[[2, -1], [3, 1], [5, -1], [13, 1]], 5, 4], [[[2, -1], [3, 1], [5, -1], [13, -1]], 7, 3], [[[2, -1], [3, -1], [5, 1], [13, 1]], 5, 4], [[[2, 1], [3, -1], [5, -1], [13, -1]], 8, 3], [[[2, 1], [3, 1], [5, 1], [13, -1]], 6, 4], [[[2, 1], [3, -1], [5, 1], [13, -1]], 5, 4], [[[2, 1], [3, 1], [5, 1], [13, 1]], 6, 4], [[[2, -1], [3, 1], [5, 1], [13, 1]], 6, 4], [[[2, 1], [3, -1], [5, -1], [13, 1]], 4, 4], [[[2, -1], [3, -1], [5, 1], [13, -1]], 7, 3], [[[2, -1], [3, -1], [5, -1], [13, 1]], 8, 4], [[[2, 1], [3, 1], [5, -1], [13, 1]], 7, 4], [[[2, 1], [3, -1], [5, 1], [13, 1]], 7, 4]], 'ALdims': [6, 6, 7, 5, 7, 5, 4, 8, 6, 6, 5, 7, 5, 7, 8, 4], 'Nk2': 24960, 'analytic_conductor': 49.82665086127896, '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': [6240, 1, [1951, 2341, 2081, 2497, 5761], [1, 1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1313, 'dim': 96, 'eis_dim': 63, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17, 19], 'hecke_orbit_code': 33560672, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4], 'label': '6240.2.a', 'level': 6240, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'mf_dim': 1376, 'mf_new_dim': 96, 'num_forms': 58, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 96, 'sturm_bound': 2688, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [96, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, 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'weight_parity': 1}
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mf_twists_cc • Show schema
Hide schema
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id: 42710062
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915672160, 'source_is_minimal': True, 'source_label': '6240.2.a.d.1.1', 'source_level': 6240, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798915672160, 'target_is_minimal': True, 'target_label': '6240.2.a.d.1.1', 'target_level': 6240, 'twist_class_label': '6240.2.a.d.1.1', 'twist_class_level': 6240, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 42710063
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510798915672160, 'source_is_minimal': True, 'source_label': '6240.2.a.d.1.1', 'source_level': 6240, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 90071992580970592, 'target_is_minimal': True, 'target_label': '6240.2.a.u.1.1', 'target_level': 6240, 'twist_class_label': '6240.2.a.d.1.1', 'twist_class_level': 6240, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4129325
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 2}
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id: 4129326
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 3}
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id: 4129327
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 5}
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id: 4129328
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 7}
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id: 4129329
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 11}
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id: 4129330
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 13}
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id: 4129331
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 17}
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id: 4129332
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 19}
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id: 4129333
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 23}
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id: 4129334
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 29}
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id: 4129335
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 31}
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id: 4129336
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 37}
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id: 4129337
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 41}
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id: 4129338
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 43}
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id: 4129339
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 47}
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id: 4129340
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 53}
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id: 4129341
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 59}
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id: 4129342
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 61}
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id: 4129343
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 67}
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id: 4129344
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 71}
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id: 4129345
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 73}
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id: 4129346
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 79}
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id: 4129347
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 83}
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id: 4129348
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 89}
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id: 4129349
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 13510798915672160, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '6240.2.a.d', 'level': 6240, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 130824000
{'hecke_orbit_code': 13510798915672160, 'n': 1, 'trace_an': 1}
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id: 130824001
{'hecke_orbit_code': 13510798915672160, 'n': 2, 'trace_an': 0}
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id: 130824002
{'hecke_orbit_code': 13510798915672160, 'n': 3, 'trace_an': -1}
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id: 130824003
{'hecke_orbit_code': 13510798915672160, 'n': 4, 'trace_an': 0}
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id: 130824004
{'hecke_orbit_code': 13510798915672160, 'n': 5, 'trace_an': -1}
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id: 130824005
{'hecke_orbit_code': 13510798915672160, 'n': 6, 'trace_an': 0}
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id: 130824006
{'hecke_orbit_code': 13510798915672160, 'n': 7, 'trace_an': 0}
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id: 130824007
{'hecke_orbit_code': 13510798915672160, 'n': 8, 'trace_an': 0}
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id: 130824008
{'hecke_orbit_code': 13510798915672160, 'n': 9, 'trace_an': 1}
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id: 130824009
{'hecke_orbit_code': 13510798915672160, 'n': 10, 'trace_an': 0}
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id: 130824010
{'hecke_orbit_code': 13510798915672160, 'n': 11, 'trace_an': 0}
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{'hecke_orbit_code': 13510798915672160, 'n': 995, 'trace_an': -28}
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id: 130824995
{'hecke_orbit_code': 13510798915672160, 'n': 996, 'trace_an': 0}
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id: 130824996
{'hecke_orbit_code': 13510798915672160, 'n': 997, 'trace_an': -14}
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id: 130824997
{'hecke_orbit_code': 13510798915672160, 'n': 998, 'trace_an': 0}
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id: 130824998
{'hecke_orbit_code': 13510798915672160, 'n': 999, 'trace_an': 6}
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id: 130824999
{'hecke_orbit_code': 13510798915672160, 'n': 1000, 'trace_an': 0}