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mf_newspaces • Show schema
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{'Nk2': 10580, 'analytic_conductor': 21.120431334628663, 'char_conductor': 115, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 22, 'char_parity': 1, 'char_values': [2645, 22, [2117, 2121], [11, 20]], 'conrey_index': 334, 'cusp_dim': 2520, 'dim': 2320, 'eis_dim': 480, 'eis_new_dim': 400, 'hecke_orbit_code': 618508847701, 'label': '2645.2.j', 'level': 2645, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 23], 'level_radical': 115, 'mf_dim': 3000, 'mf_new_dim': 2720, 'prim_orbit_index': 10, 'relative_dim': 232, 'sturm_bound': 552, 'trace_display': [0, 0, 9, 0], 'traces': [2320, 0, 0, 234, 9, 18, 0, 0, 210, 13, 26, 0, 0, 26, 10, -158, 0, 0, 14, -49, 22, 0, 0, -372, -21, 42, 0, 0, 26, -19, 10, 0, 0, -8, 37, -122, 0, 0, -14, 1, -10, 0, 0, -166, 42, 0, 0, 0, 80, -25, 22, 0, 0, -116, -31, 116, 0, 0, -48, -123, 38, 0, 0, 78, -76, 28, 0, 0, 0, -402, 116, 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mf_subspaces • Show schema
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id: 698877
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 334, 'conrey_indexes': [334, 399, 699, 784, 1324, 1524, 1559, 1764, 2074, 2234], 'label': '2645.2.j', 'level': 2645, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 9, 29, 39, 49, 54, 59, 64, 94, 104], 'sub_dim': 100, 'sub_label': '115.2.j', 'sub_level': 115, 'sub_mult': 2, 'weight': 2}
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id: 698878
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 334, 'conrey_indexes': [334, 399, 699, 784, 1324, 1524, 1559, 1764, 2074, 2234], 'label': '2645.2.j', 'level': 2645, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 334, 'sub_conrey_indexes': [334, 399, 699, 784, 1324, 1524, 1559, 1764, 2074, 2234], 'sub_dim': 2320, 'sub_label': '2645.2.j', 'sub_level': 2645, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 10, 'label': '2645.2.j', 'level': 2645, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 87758000
{'hecke_orbit_code': 618508847701, 'n': 1, 'trace_an': 2320}
-
id: 87758001
{'hecke_orbit_code': 618508847701, 'n': 2, 'trace_an': 0}
-
id: 87758002
{'hecke_orbit_code': 618508847701, 'n': 3, 'trace_an': 0}
-
id: 87758003
{'hecke_orbit_code': 618508847701, 'n': 4, 'trace_an': 234}
-
id: 87758004
{'hecke_orbit_code': 618508847701, 'n': 5, 'trace_an': 9}
-
id: 87758005
{'hecke_orbit_code': 618508847701, 'n': 6, 'trace_an': 18}
-
id: 87758006
{'hecke_orbit_code': 618508847701, 'n': 7, 'trace_an': 0}
-
id: 87758007
{'hecke_orbit_code': 618508847701, 'n': 8, 'trace_an': 0}
-
id: 87758008
{'hecke_orbit_code': 618508847701, 'n': 9, 'trace_an': 210}
-
id: 87758009
{'hecke_orbit_code': 618508847701, 'n': 10, 'trace_an': 13}
-
id: 87758010
{'hecke_orbit_code': 618508847701, 'n': 11, 'trace_an': 26}
-
id: 87758011
{'hecke_orbit_code': 618508847701, 'n': 12, 'trace_an': 0}
-
id: 87758012
{'hecke_orbit_code': 618508847701, 'n': 13, 'trace_an': 0}
-
id: 87758013
{'hecke_orbit_code': 618508847701, 'n': 14, 'trace_an': 26}
-
id: 87758014
{'hecke_orbit_code': 618508847701, 'n': 15, 'trace_an': 10}
-
id: 87758015
{'hecke_orbit_code': 618508847701, 'n': 16, 'trace_an': -158}
-
id: 87758016
{'hecke_orbit_code': 618508847701, 'n': 17, 'trace_an': 0}
-
id: 87758017
{'hecke_orbit_code': 618508847701, 'n': 18, 'trace_an': 0}
-
id: 87758018
{'hecke_orbit_code': 618508847701, 'n': 19, 'trace_an': 14}
-
id: 87758019
{'hecke_orbit_code': 618508847701, 'n': 20, 'trace_an': -49}
-
id: 87758020
{'hecke_orbit_code': 618508847701, 'n': 21, 'trace_an': 22}
-
id: 87758021
{'hecke_orbit_code': 618508847701, 'n': 22, 'trace_an': 0}
-
id: 87758022
{'hecke_orbit_code': 618508847701, 'n': 23, 'trace_an': 0}
-
id: 87758023
{'hecke_orbit_code': 618508847701, 'n': 24, 'trace_an': -372}
-
id: 87758024
{'hecke_orbit_code': 618508847701, 'n': 25, 'trace_an': -21}
-
id: 87758025
{'hecke_orbit_code': 618508847701, 'n': 26, 'trace_an': 42}
-
id: 87758026
{'hecke_orbit_code': 618508847701, 'n': 27, 'trace_an': 0}
-
id: 87758027
{'hecke_orbit_code': 618508847701, 'n': 28, 'trace_an': 0}
-
id: 87758028
{'hecke_orbit_code': 618508847701, 'n': 29, 'trace_an': 26}
-
id: 87758029
{'hecke_orbit_code': 618508847701, 'n': 30, 'trace_an': -19}
-
id: 87758030
{'hecke_orbit_code': 618508847701, 'n': 31, 'trace_an': 10}
-
id: 87758031
{'hecke_orbit_code': 618508847701, 'n': 32, 'trace_an': 0}
-
id: 87758032
{'hecke_orbit_code': 618508847701, 'n': 33, 'trace_an': 0}
-
id: 87758033
{'hecke_orbit_code': 618508847701, 'n': 34, 'trace_an': -8}
-
id: 87758034
{'hecke_orbit_code': 618508847701, 'n': 35, 'trace_an': 37}
-
id: 87758035
{'hecke_orbit_code': 618508847701, 'n': 36, 'trace_an': -122}
-
id: 87758036
{'hecke_orbit_code': 618508847701, 'n': 37, 'trace_an': 0}
-
id: 87758037
{'hecke_orbit_code': 618508847701, 'n': 38, 'trace_an': 0}
-
id: 87758038
{'hecke_orbit_code': 618508847701, 'n': 39, 'trace_an': -14}
-
id: 87758039
{'hecke_orbit_code': 618508847701, 'n': 40, 'trace_an': 1}
-
id: 87758040
{'hecke_orbit_code': 618508847701, 'n': 41, 'trace_an': -10}
-
id: 87758041
{'hecke_orbit_code': 618508847701, 'n': 42, 'trace_an': 0}
-
id: 87758042
{'hecke_orbit_code': 618508847701, 'n': 43, 'trace_an': 0}
-
id: 87758043
{'hecke_orbit_code': 618508847701, 'n': 44, 'trace_an': -166}
-
id: 87758044
{'hecke_orbit_code': 618508847701, 'n': 45, 'trace_an': 42}
-
id: 87758045
{'hecke_orbit_code': 618508847701, 'n': 46, 'trace_an': 0}
-
id: 87758046
{'hecke_orbit_code': 618508847701, 'n': 47, 'trace_an': 0}
-
id: 87758047
{'hecke_orbit_code': 618508847701, 'n': 48, 'trace_an': 0}
-
id: 87758048
{'hecke_orbit_code': 618508847701, 'n': 49, 'trace_an': 80}
-
id: 87758049
{'hecke_orbit_code': 618508847701, 'n': 50, 'trace_an': -25}
-
id: 87758050
{'hecke_orbit_code': 618508847701, 'n': 51, 'trace_an': 22}
-
id: 87758051
{'hecke_orbit_code': 618508847701, 'n': 52, 'trace_an': 0}
-
id: 87758052
{'hecke_orbit_code': 618508847701, 'n': 53, 'trace_an': 0}
-
id: 87758053
{'hecke_orbit_code': 618508847701, 'n': 54, 'trace_an': -116}
-
id: 87758054
{'hecke_orbit_code': 618508847701, 'n': 55, 'trace_an': -31}
-
id: 87758055
{'hecke_orbit_code': 618508847701, 'n': 56, 'trace_an': 116}
-
id: 87758056
{'hecke_orbit_code': 618508847701, 'n': 57, 'trace_an': 0}
-
id: 87758057
{'hecke_orbit_code': 618508847701, 'n': 58, 'trace_an': 0}
-
id: 87758058
{'hecke_orbit_code': 618508847701, 'n': 59, 'trace_an': -48}
-
id: 87758059
{'hecke_orbit_code': 618508847701, 'n': 60, 'trace_an': -123}
-
id: 87758060
{'hecke_orbit_code': 618508847701, 'n': 61, 'trace_an': 38}
-
id: 87758061
{'hecke_orbit_code': 618508847701, 'n': 62, 'trace_an': 0}
-
id: 87758062
{'hecke_orbit_code': 618508847701, 'n': 63, 'trace_an': 0}
-
id: 87758063
{'hecke_orbit_code': 618508847701, 'n': 64, 'trace_an': 78}
-
id: 87758064
{'hecke_orbit_code': 618508847701, 'n': 65, 'trace_an': -76}
-
id: 87758065
{'hecke_orbit_code': 618508847701, 'n': 66, 'trace_an': 28}
-
id: 87758066
{'hecke_orbit_code': 618508847701, 'n': 67, 'trace_an': 0}
-
id: 87758067
{'hecke_orbit_code': 618508847701, 'n': 68, 'trace_an': 0}
-
id: 87758068
{'hecke_orbit_code': 618508847701, 'n': 69, 'trace_an': 0}
-
id: 87758069
{'hecke_orbit_code': 618508847701, 'n': 70, 'trace_an': -402}
-
id: 87758070
{'hecke_orbit_code': 618508847701, 'n': 71, 'trace_an': 116}
-
id: 87758071
{'hecke_orbit_code': 618508847701, 'n': 72, 'trace_an': 0}
-
id: 87758072
{'hecke_orbit_code': 618508847701, 'n': 73, 'trace_an': 0}
-
id: 87758073
{'hecke_orbit_code': 618508847701, 'n': 74, 'trace_an': -22}
-
id: 87758074
{'hecke_orbit_code': 618508847701, 'n': 75, 'trace_an': -14}
-
id: 87758075
{'hecke_orbit_code': 618508847701, 'n': 76, 'trace_an': -4}
-
id: 87758076
{'hecke_orbit_code': 618508847701, 'n': 77, 'trace_an': 0}
-
id: 87758077
{'hecke_orbit_code': 618508847701, 'n': 78, 'trace_an': 0}
-
id: 87758078
{'hecke_orbit_code': 618508847701, 'n': 79, 'trace_an': -42}
-
id: 87758079
{'hecke_orbit_code': 618508847701, 'n': 80, 'trace_an': -18}
-
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