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{'Nk2': 33880, 'analytic_conductor': 67.63329051202449, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [7, 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': [8470, 1, [6777, 6051, 7141], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 5, 'field_disc_factorization': [[5, 1]], 'field_poly': [-1, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 10, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-1, 1, 1]], [13, [4, -6, 1]], [17, [-1, -1, 1]], [19, [1, -3, 1]]], 'hecke_orbit': 50, 'hecke_orbit_code': 220676381774717206, 'hecke_ring_generator_nbound': 3, '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': '8470.2.a.bx', 'level': 8470, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7, 11], 'level_radical': 770, 'minimal_twist': '770.2.n.c', 'nf_label': '2.2.5.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-\\beta q^{3}+q^{4}-q^{5}-\\beta q^{6}-q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8470.2.a', 'trace_display': [2, -1, -2, -2], 'trace_hash': 2045481150142835318, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.949', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.666', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '66.941', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, 'traces': [2, 2, -1, 2, -2, -1, -2, 2, -3, -2, 0, -1, 6, -2, 1, 2, 1, -3, 3, -2, 1, 0, -8, -1, 2, 6, 2, -2, -8, 1, 0, 2, 0, 1, 2, -3, 6, 3, 2, -2, -15, 1, 7, 0, 3, -8, -18, -1, 2, 2, 2, 6, -4, 2, 0, -2, -4, -8, -5, 1, 16, 0, 3, 2, -6, 0, -1, 1, -6, 2, -4, -3, 7, 6, -1, 3, 0, 2, 10, -2, -2, -15, -11, 1, -1, 7, 4, 0, 13, 3, -6, -8, -10, -18, -3, -1, 3, 2, 0, 2, -30, 2, 14, 6, -1, -4, -5, 2, 2, 0, 12, -2, 3, -4, 8, -8, -14, -5, -1, 1, 0, 16, 5, 0, -2, 3, -6, 2, -1, -6, -23, 0, -3, -1, -2, 1, -19, -6, 12, 2, 14, -4, 0, -3, 8, 7, -1, 6, 2, -1, -18, 3, -4, 0, 0, 2, 10, 10, -8, -2, 8, -2, -43, -15, 0, -11, -20, 1, 2, -1, -2, 7, -14, 4, -2, 0, 0, 13, -23, 3, -6, -6, -8, -8, -6, -10, 0, -18, -2, -3, -4, -1, 16, 3, -2, 2, -16, 0, 2, 2, -12, -30, 8, 2, 15, 14, 22, 6, 0, -1, -45, -4, 12, -5, -7, 2, 0, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1], [7, -1], [11, -1]], 10, 6], [[[2, 1], [5, -1], [7, 1], [11, 1]], 13, 3], [[[2, -1], [5, 1], [7, 1], [11, 1]], 17, 4], [[[2, -1], [5, -1], [7, 1], [11, 1]], 12, 3], [[[2, 1], [5, -1], [7, -1], [11, -1]], 15, 6], [[[2, 1], [5, 1], [7, -1], [11, -1]], 15, 6], [[[2, -1], [5, 1], [7, 1], [11, -1]], 10, 7], [[[2, -1], [5, -1], [7, 1], [11, -1]], 15, 7], [[[2, -1], [5, -1], [7, -1], [11, 1]], 17, 4], [[[2, 1], [5, -1], [7, 1], [11, -1]], 15, 7], [[[2, 1], [5, 1], [7, 1], [11, -1]], 15, 7], [[[2, 1], [5, 1], [7, 1], [11, 1]], 12, 6], [[[2, -1], [5, 1], [7, -1], [11, -1]], 15, 7], [[[2, -1], [5, 1], [7, -1], [11, 1]], 12, 5], [[[2, 1], [5, 1], [7, -1], [11, 1]], 13, 5], [[[2, 1], [5, -1], [7, -1], [11, 1]], 12, 3]], 'ALdims': [12, 15, 13, 15, 13, 15, 12, 15, 17, 10, 12, 15, 12, 15, 17, 10], 'Nk2': 33880, 'analytic_conductor': 67.63329051202449, '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': [8470, 1, [6777, 6051, 7141], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1537, 'dim': 218, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 13, 17, 19], 'hecke_orbit_code': 33562902, '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, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 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, 4, 4, 4, 4, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 8, 8], 'label': '8470.2.a', 'level': 8470, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7, 11], 'level_radical': 770, 'mf_dim': 1632, 'mf_new_dim': 218, 'num_forms': 86, 'plus_dim': 98, 'prim_orbit_index': 1, 'relative_dim': 218, 'sturm_bound': 3168, 'trace_bound': 13, 'trace_display': [-2, -4, 0, 0], 'traces': [218, -2, -4, 218, 0, -4, 0, -2, 210, 0, 0, -4, -8, 0, -4, 218, -4, -10, -4, 0, 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mf_twists_nf • Show schema
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id: 1393360
{'conductor': 11, 'degree': 4, 'multiplicity': 2, 'order': 10, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 50, 'source_is_minimal': False, 'source_label': '8470.2.a.bx', 'source_level': 8470, 'target_char_orbit': 14, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '770.2.n.c', 'target_level': 770, 'twist_class_label': '770.2.n.c', 'twist_class_level': 770, 'twisting_char_label': '11.d', 'twisting_char_orbit': 4, 'weight': 2}
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id: 1393361
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 50, 'source_is_minimal': False, 'source_label': '8470.2.a.bx', 'source_level': 8470, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 37, 'target_is_minimal': False, 'target_label': '8470.2.a.bk', 'target_level': 8470, 'twist_class_label': '770.2.n.c', 'twist_class_level': 770, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1393362
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 50, 'source_is_minimal': False, 'source_label': '8470.2.a.bx', 'source_level': 8470, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 50, 'target_is_minimal': False, 'target_label': '8470.2.a.bx', 'target_level': 8470, 'twist_class_label': '770.2.n.c', 'twist_class_level': 770, '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: 4764175
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 220676381774717206, 'p': 2}
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id: 4764176
{'charpoly_factorization': [[[-1, 1, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 3}
-
id: 4764177
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 220676381774717206, 'p': 5}
-
id: 4764178
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 220676381774717206, 'p': 7}
-
id: 4764179
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 220676381774717206, 'p': 11}
-
id: 4764180
{'charpoly_factorization': [[[4, -6, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 13}
-
id: 4764181
{'charpoly_factorization': [[[-1, -1, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 17}
-
id: 4764182
{'charpoly_factorization': [[[1, -3, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 19}
-
id: 4764183
{'charpoly_factorization': [[[-4, 8, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 23}
-
id: 4764184
{'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 220676381774717206, 'p': 29}
-
id: 4764185
{'charpoly_factorization': [[[-20, 0, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 31}
-
id: 4764186
{'charpoly_factorization': [[[-36, -6, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 37}
-
id: 4764187
{'charpoly_factorization': [[[55, 15, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 41}
-
id: 4764188
{'charpoly_factorization': [[[11, -7, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 43}
-
id: 4764189
{'charpoly_factorization': [[[76, 18, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 47}
-
id: 4764190
{'charpoly_factorization': [[[-16, 4, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 53}
-
id: 4764191
{'charpoly_factorization': [[[5, 5, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 59}
-
id: 4764192
{'charpoly_factorization': [[[-8, 1], 2]], 'hecke_orbit_code': 220676381774717206, 'p': 61}
-
id: 4764193
{'charpoly_factorization': [[[-31, 1, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 67}
-
id: 4764194
{'charpoly_factorization': [[[-16, 4, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 71}
-
id: 4764195
{'charpoly_factorization': [[[-49, -7, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 73}
-
id: 4764196
{'charpoly_factorization': [[[-20, -10, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 79}
-
id: 4764197
{'charpoly_factorization': [[[-1, 11, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 83}
-
id: 4764198
{'charpoly_factorization': [[[31, -13, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 89}
-
id: 4764199
{'charpoly_factorization': [[[-149, -3, 1], 1]], 'hecke_orbit_code': 220676381774717206, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 50, 'label': '8470.2.a.bx', 'level': 8470, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 277309000
{'hecke_orbit_code': 220676381774717206, 'n': 1, 'trace_an': 2}
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id: 277309001
{'hecke_orbit_code': 220676381774717206, 'n': 2, 'trace_an': 2}
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id: 277309002
{'hecke_orbit_code': 220676381774717206, 'n': 3, 'trace_an': -1}
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id: 277309003
{'hecke_orbit_code': 220676381774717206, 'n': 4, 'trace_an': 2}
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id: 277309004
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id: 277309992
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id: 277309993
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id: 277309994
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id: 277309995
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id: 277309996
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id: 277309997
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id: 277309998
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id: 277309999
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