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{'AL_dims': [[[[2, -1], [17, -1]], 52, 3], [[[2, 1], [17, 1]], 53, 7], [[[2, 1], [17, -1]], 48, 3], [[[2, -1], [17, 1]], 50, 6]], 'ALdims': [53, 48, 50, 52], 'Nk2': 36992, 'analytic_conductor': 136.4124159332723, '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': [2312, 1, [1735, 1157, 1737], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 882, 'dim': 203, 'eis_dim': 72, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67111176, 'hecke_orbit_dims': [1, 2, 3, 3, 4, 6, 6, 6, 6, 6, 8, 14, 14, 18, 18, 18, 18, 24, 28], 'label': '2312.4.a', 'level': 2312, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 17], 'level_radical': 34, 'mf_dim': 954, 'mf_new_dim': 203, 'num_forms': 19, 'plus_dim': 105, 'prim_orbit_index': 1, 'relative_dim': 203, 'sturm_bound': 1224, 'trace_bound': 9, 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0, -749216, 0, 1173288, 0, -584104, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
Hide schema
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id: 633659
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2312.4.a', 'level': 2312, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 68, 'sub_label': '578.4.a', 'sub_level': 578, 'sub_mult': 3, 'weight': 4}
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id: 633661
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2312.4.a', 'level': 2312, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 3, 'weight': 4}
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id: 633655
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2312.4.a', 'level': 2312, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '17.4.a', 'sub_level': 17, 'sub_mult': 8, 'weight': 4}
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id: 633658
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2312.4.a', 'level': 2312, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '34.4.a', 'sub_level': 34, 'sub_mult': 6, 'weight': 4}
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id: 633660
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2312.4.a', 'level': 2312, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '68.4.a', 'sub_level': 68, 'sub_mult': 4, 'weight': 4}
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id: 633654
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2312.4.a', 'level': 2312, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '136.4.a', 'sub_level': 136, 'sub_mult': 2, 'weight': 4}
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id: 633657
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2312.4.a', 'level': 2312, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 60, 'sub_label': '289.4.a', 'sub_level': 289, 'sub_mult': 4, 'weight': 4}
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id: 633653
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2312.4.a', 'level': 2312, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 68, 'sub_label': '1156.4.a', 'sub_level': 1156, 'sub_mult': 2, 'weight': 4}
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id: 633656
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2312.4.a', 'level': 2312, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 203, 'sub_label': '2312.4.a', 'sub_level': 2312, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '2312.4.a', 'level': 2312, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 12289000
{'hecke_orbit_code': 67111176, 'n': 1, 'trace_an': 203}
-
id: 12289001
{'hecke_orbit_code': 67111176, 'n': 2, 'trace_an': 0}
-
id: 12289002
{'hecke_orbit_code': 67111176, 'n': 3, 'trace_an': -2}
-
id: 12289003
{'hecke_orbit_code': 67111176, 'n': 4, 'trace_an': 0}
-
id: 12289004
{'hecke_orbit_code': 67111176, 'n': 5, 'trace_an': 12}
-
id: 12289005
{'hecke_orbit_code': 67111176, 'n': 6, 'trace_an': 0}
-
id: 12289006
{'hecke_orbit_code': 67111176, 'n': 7, 'trace_an': 24}
-
id: 12289007
{'hecke_orbit_code': 67111176, 'n': 8, 'trace_an': 0}
-
id: 12289008
{'hecke_orbit_code': 67111176, 'n': 9, 'trace_an': 1819}
-
id: 12289009
{'hecke_orbit_code': 67111176, 'n': 10, 'trace_an': 0}
-
id: 12289010
{'hecke_orbit_code': 67111176, 'n': 11, 'trace_an': 6}
-
id: 12289011
{'hecke_orbit_code': 67111176, 'n': 12, 'trace_an': 0}
-
id: 12289012
{'hecke_orbit_code': 67111176, 'n': 13, 'trace_an': -58}
-
id: 12289013
{'hecke_orbit_code': 67111176, 'n': 14, 'trace_an': 0}
-
id: 12289014
{'hecke_orbit_code': 67111176, 'n': 15, 'trace_an': 8}
-
id: 12289015
{'hecke_orbit_code': 67111176, 'n': 16, 'trace_an': 0}
-
id: 12289016
{'hecke_orbit_code': 67111176, 'n': 17, 'trace_an': 0}
-
id: 12289017
{'hecke_orbit_code': 67111176, 'n': 18, 'trace_an': 0}
-
id: 12289018
{'hecke_orbit_code': 67111176, 'n': 19, 'trace_an': 68}
-
id: 12289019
{'hecke_orbit_code': 67111176, 'n': 20, 'trace_an': 0}
-
id: 12289020
{'hecke_orbit_code': 67111176, 'n': 21, 'trace_an': -220}
-
id: 12289021
{'hecke_orbit_code': 67111176, 'n': 22, 'trace_an': 0}
-
id: 12289022
{'hecke_orbit_code': 67111176, 'n': 23, 'trace_an': 28}
-
id: 12289023
{'hecke_orbit_code': 67111176, 'n': 24, 'trace_an': 0}
-
id: 12289024
{'hecke_orbit_code': 67111176, 'n': 25, 'trace_an': 4969}
-
id: 12289025
{'hecke_orbit_code': 67111176, 'n': 26, 'trace_an': 0}
-
id: 12289026
{'hecke_orbit_code': 67111176, 'n': 27, 'trace_an': 76}
-
id: 12289027
{'hecke_orbit_code': 67111176, 'n': 28, 'trace_an': 0}
-
id: 12289028
{'hecke_orbit_code': 67111176, 'n': 29, 'trace_an': 60}
-
id: 12289029
{'hecke_orbit_code': 67111176, 'n': 30, 'trace_an': 0}
-
id: 12289030
{'hecke_orbit_code': 67111176, 'n': 31, 'trace_an': -376}
-
id: 12289031
{'hecke_orbit_code': 67111176, 'n': 32, 'trace_an': 0}
-
id: 12289032
{'hecke_orbit_code': 67111176, 'n': 33, 'trace_an': 64}
-
id: 12289033
{'hecke_orbit_code': 67111176, 'n': 34, 'trace_an': 0}
-
id: 12289034
{'hecke_orbit_code': 67111176, 'n': 35, 'trace_an': -212}
-
id: 12289035
{'hecke_orbit_code': 67111176, 'n': 36, 'trace_an': 0}
-
id: 12289036
{'hecke_orbit_code': 67111176, 'n': 37, 'trace_an': 488}
-
id: 12289037
{'hecke_orbit_code': 67111176, 'n': 38, 'trace_an': 0}
-
id: 12289038
{'hecke_orbit_code': 67111176, 'n': 39, 'trace_an': 20}
-
id: 12289039
{'hecke_orbit_code': 67111176, 'n': 40, 'trace_an': 0}
-
id: 12289040
{'hecke_orbit_code': 67111176, 'n': 41, 'trace_an': -230}
-
id: 12289041
{'hecke_orbit_code': 67111176, 'n': 42, 'trace_an': 0}
-
id: 12289042
{'hecke_orbit_code': 67111176, 'n': 43, 'trace_an': 284}
-
id: 12289043
{'hecke_orbit_code': 67111176, 'n': 44, 'trace_an': 0}
-
id: 12289044
{'hecke_orbit_code': 67111176, 'n': 45, 'trace_an': 652}
-
id: 12289045
{'hecke_orbit_code': 67111176, 'n': 46, 'trace_an': 0}
-
id: 12289046
{'hecke_orbit_code': 67111176, 'n': 47, 'trace_an': 768}
-
id: 12289047
{'hecke_orbit_code': 67111176, 'n': 48, 'trace_an': 0}
-
id: 12289048
{'hecke_orbit_code': 67111176, 'n': 49, 'trace_an': 10435}
-
id: 12289049
{'hecke_orbit_code': 67111176, 'n': 50, 'trace_an': 0}
-
id: 12289050
{'hecke_orbit_code': 67111176, 'n': 51, 'trace_an': 0}
-
id: 12289051
{'hecke_orbit_code': 67111176, 'n': 52, 'trace_an': 0}
-
id: 12289052
{'hecke_orbit_code': 67111176, 'n': 53, 'trace_an': -6}
-
id: 12289053
{'hecke_orbit_code': 67111176, 'n': 54, 'trace_an': 0}
-
id: 12289054
{'hecke_orbit_code': 67111176, 'n': 55, 'trace_an': 316}
-
id: 12289055
{'hecke_orbit_code': 67111176, 'n': 56, 'trace_an': 0}
-
id: 12289056
{'hecke_orbit_code': 67111176, 'n': 57, 'trace_an': -1064}
-
id: 12289057
{'hecke_orbit_code': 67111176, 'n': 58, 'trace_an': 0}
-
id: 12289058
{'hecke_orbit_code': 67111176, 'n': 59, 'trace_an': 340}
-
id: 12289059
{'hecke_orbit_code': 67111176, 'n': 60, 'trace_an': 0}
-
id: 12289060
{'hecke_orbit_code': 67111176, 'n': 61, 'trace_an': 680}
-
id: 12289061
{'hecke_orbit_code': 67111176, 'n': 62, 'trace_an': 0}
-
id: 12289062
{'hecke_orbit_code': 67111176, 'n': 63, 'trace_an': 1872}
-
id: 12289063
{'hecke_orbit_code': 67111176, 'n': 64, 'trace_an': 0}
-
id: 12289064
{'hecke_orbit_code': 67111176, 'n': 65, 'trace_an': -72}
-
id: 12289065
{'hecke_orbit_code': 67111176, 'n': 66, 'trace_an': 0}
-
id: 12289066
{'hecke_orbit_code': 67111176, 'n': 67, 'trace_an': 692}
-
id: 12289067
{'hecke_orbit_code': 67111176, 'n': 68, 'trace_an': 0}
-
id: 12289068
{'hecke_orbit_code': 67111176, 'n': 69, 'trace_an': 1772}
-
id: 12289069
{'hecke_orbit_code': 67111176, 'n': 70, 'trace_an': 0}
-
id: 12289070
{'hecke_orbit_code': 67111176, 'n': 71, 'trace_an': -900}
-
id: 12289071
{'hecke_orbit_code': 67111176, 'n': 72, 'trace_an': 0}
-
id: 12289072
{'hecke_orbit_code': 67111176, 'n': 73, 'trace_an': 1510}
-
id: 12289073
{'hecke_orbit_code': 67111176, 'n': 74, 'trace_an': 0}
-
id: 12289074
{'hecke_orbit_code': 67111176, 'n': 75, 'trace_an': 2058}
-
id: 12289075
{'hecke_orbit_code': 67111176, 'n': 76, 'trace_an': 0}
-
id: 12289076
{'hecke_orbit_code': 67111176, 'n': 77, 'trace_an': 628}
-
id: 12289077
{'hecke_orbit_code': 67111176, 'n': 78, 'trace_an': 0}
-
id: 12289078
{'hecke_orbit_code': 67111176, 'n': 79, 'trace_an': -844}
-
id: 12289079
{'hecke_orbit_code': 67111176, 'n': 80, 'trace_an': 0}
-
id: 12289080
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