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{'Nk2': 15456, 'analytic_conductor': 56.99584506554543, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, -1], [23, 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': [966, 1, [323, 829, 925], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 13, 'field_disc_factorization': [[13, 1]], 'field_poly': [-3, -1, 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': [[5, [53, 15, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321850822, 'hecke_ring_generator_nbound': 5, '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': '966.4.a.c', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'minimal_twist': '966.4.a.c', 'nf_label': '2.2.13.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+3q^{3}+4q^{4}+(-7-\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '966.4.a', 'trace_display': [4, 6, -15, 14], 'trace_hash': 1445187615518817000, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.867', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.084', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.172', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.180', 'prec': 17}, 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mf_hecke_nf • Show schema
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'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '966.4.a.c', 'level': 966, 'maxp': 2999, 'weight': 4}
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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, -1]], 6, 1], [[[2, 1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, 1], [7, -1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, -1], [7, -1], [23, -1]], 3, 1], [[[2, -1], [3, -1], [7, 1], [23, -1]], 3, 1], [[[2, 1], [3, -1], [7, 1], [23, -1]], 5, 1], [[[2, 1], [3, -1], [7, -1], [23, 1]], 6, 2], [[[2, -1], [3, 1], [7, -1], [23, 1]], 4, 2], [[[2, 1], [3, -1], [7, 1], [23, 1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, -1]], 5, 1], [[[2, -1], [3, -1], [7, 1], [23, 1]], 5, 1], [[[2, 1], [3, 1], [7, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, 1]], 3, 1]], 'ALdims': [5, 4, 5, 4, 4, 5, 6, 3, 3, 5, 4, 4, 5, 3, 2, 6], 'Nk2': 15456, 'analytic_conductor': 56.99584506554543, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 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4, 'weight_parity': 1}
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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '966.4.a.c', 'source_level': 966, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '966.4.a.c', 'target_level': 966, 'twist_class_label': '966.4.a.c', 'twist_class_level': 966, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1546175
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 9007199321850822, 'p': 2}
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id: 1546176
{'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 9007199321850822, 'p': 3}
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id: 1546177
{'charpoly_factorization': [[[53, 15, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 5}
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id: 1546178
{'charpoly_factorization': [[[-7, 1], 2]], 'hecke_orbit_code': 9007199321850822, 'p': 7}
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id: 1546179
{'charpoly_factorization': [[[17, 30, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 11}
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id: 1546180
{'charpoly_factorization': [[[2389, 103, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 13}
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id: 1546181
{'charpoly_factorization': [[[1317, 74, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 17}
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id: 1546182
{'charpoly_factorization': [[[-4709, 64, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 19}
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id: 1546183
{'charpoly_factorization': [[[23, 1], 2]], 'hecke_orbit_code': 9007199321850822, 'p': 23}
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id: 1546184
{'charpoly_factorization': [[[-24623, 146, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 29}
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id: 1546185
{'charpoly_factorization': [[[-11829, 128, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 31}
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id: 1546186
{'charpoly_factorization': [[[-62397, 112, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 37}
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id: 1546187
{'charpoly_factorization': [[[-46827, 198, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 41}
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id: 1546188
{'charpoly_factorization': [[[-25273, -81, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 43}
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id: 1546189
{'charpoly_factorization': [[[-31476, 142, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 47}
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id: 1546190
{'charpoly_factorization': [[[-54027, -167, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 53}
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id: 1546191
{'charpoly_factorization': [[[-14577, 85, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 59}
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id: 1546192
{'charpoly_factorization': [[[116687, 699, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 61}
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id: 1546193
{'charpoly_factorization': [[[-389167, 93, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 67}
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id: 1546194
{'charpoly_factorization': [[[-775707, -515, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 71}
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id: 1546195
{'charpoly_factorization': [[[407853, 1278, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 73}
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id: 1546196
{'charpoly_factorization': [[[-1010403, -306, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 79}
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id: 1546197
{'charpoly_factorization': [[[-1583013, 40, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 83}
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id: 1546198
{'charpoly_factorization': [[[-1261569, 629, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 89}
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id: 1546199
{'charpoly_factorization': [[[318249, 1514, 1], 1]], 'hecke_orbit_code': 9007199321850822, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '966.4.a.c', 'level': 966, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 110493000
{'hecke_orbit_code': 9007199321850822, 'n': 1, 'trace_an': 2}
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id: 110493001
{'hecke_orbit_code': 9007199321850822, 'n': 2, 'trace_an': 4}
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id: 110493002
{'hecke_orbit_code': 9007199321850822, 'n': 3, 'trace_an': 6}
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id: 110493003
{'hecke_orbit_code': 9007199321850822, 'n': 4, 'trace_an': 8}
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id: 110493004
{'hecke_orbit_code': 9007199321850822, 'n': 5, 'trace_an': -15}
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id: 110493005
{'hecke_orbit_code': 9007199321850822, 'n': 6, 'trace_an': 12}
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id: 110493006
{'hecke_orbit_code': 9007199321850822, 'n': 7, 'trace_an': 14}
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id: 110493007
{'hecke_orbit_code': 9007199321850822, 'n': 8, 'trace_an': 16}
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id: 110493008
{'hecke_orbit_code': 9007199321850822, 'n': 9, 'trace_an': 18}
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id: 110493009
{'hecke_orbit_code': 9007199321850822, 'n': 10, 'trace_an': -30}
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id: 110493010
{'hecke_orbit_code': 9007199321850822, 'n': 11, 'trace_an': -30}
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id: 110493011
{'hecke_orbit_code': 9007199321850822, 'n': 12, 'trace_an': 24}
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id: 110493012
{'hecke_orbit_code': 9007199321850822, 'n': 13, 'trace_an': -103}
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id: 110493013
{'hecke_orbit_code': 9007199321850822, 'n': 14, 'trace_an': 28}
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id: 110493014
{'hecke_orbit_code': 9007199321850822, 'n': 15, 'trace_an': -45}
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id: 110493015
{'hecke_orbit_code': 9007199321850822, 'n': 16, 'trace_an': 32}
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id: 110493016
{'hecke_orbit_code': 9007199321850822, 'n': 17, 'trace_an': -74}
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id: 110493017
{'hecke_orbit_code': 9007199321850822, 'n': 18, 'trace_an': 36}
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id: 110493018
{'hecke_orbit_code': 9007199321850822, 'n': 19, 'trace_an': -64}
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id: 110493019
{'hecke_orbit_code': 9007199321850822, 'n': 20, 'trace_an': -60}
-
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id: 110493979
{'hecke_orbit_code': 9007199321850822, 'n': 980, 'trace_an': -2940}
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id: 110493980
{'hecke_orbit_code': 9007199321850822, 'n': 981, 'trace_an': -14697}
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id: 110493981
{'hecke_orbit_code': 9007199321850822, 'n': 982, 'trace_an': -29794}
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id: 110493982
{'hecke_orbit_code': 9007199321850822, 'n': 983, 'trace_an': -51172}
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id: 110493983
{'hecke_orbit_code': 9007199321850822, 'n': 984, 'trace_an': -4752}
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id: 110493984
{'hecke_orbit_code': 9007199321850822, 'n': 985, 'trace_an': 5572}
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id: 110493985
{'hecke_orbit_code': 9007199321850822, 'n': 986, 'trace_an': 15796}
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id: 110493986
{'hecke_orbit_code': 9007199321850822, 'n': 987, 'trace_an': -2982}
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id: 110493987
{'hecke_orbit_code': 9007199321850822, 'n': 988, 'trace_an': 23012}
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id: 110493988
{'hecke_orbit_code': 9007199321850822, 'n': 989, 'trace_an': -1863}
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id: 110493989
{'hecke_orbit_code': 9007199321850822, 'n': 990, 'trace_an': 4986}
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id: 110493990
{'hecke_orbit_code': 9007199321850822, 'n': 991, 'trace_an': -74509}
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id: 110493991
{'hecke_orbit_code': 9007199321850822, 'n': 992, 'trace_an': -4096}
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id: 110493992
{'hecke_orbit_code': 9007199321850822, 'n': 993, 'trace_an': 36048}
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id: 110493993
{'hecke_orbit_code': 9007199321850822, 'n': 994, 'trace_an': 7210}
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id: 110493994
{'hecke_orbit_code': 9007199321850822, 'n': 995, 'trace_an': -80245}
-
id: 110493995
{'hecke_orbit_code': 9007199321850822, 'n': 996, 'trace_an': -480}
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id: 110493996
{'hecke_orbit_code': 9007199321850822, 'n': 997, 'trace_an': -28260}
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id: 110493997
{'hecke_orbit_code': 9007199321850822, 'n': 998, 'trace_an': -13182}
-
id: 110493998
{'hecke_orbit_code': 9007199321850822, 'n': 999, 'trace_an': -3024}
-
id: 110493999
{'hecke_orbit_code': 9007199321850822, 'n': 1000, 'trace_an': 22080}