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mf_newspaces • Show schema
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{'Nk2': 1548, 'analytic_conductor': 3.090210558223551, 'char_conductor': 387, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 36, 'char_orbit_label': 'bj', 'char_order': 42, 'char_parity': 1, 'char_values': [387, 42, [173, 46], [7, 37]], 'conrey_index': 20, 'cusp_dim': 504, 'dim': 504, 'eis_dim': 48, 'eis_new_dim': 48, 'hecke_cutter_primes': [], 'hecke_orbit_code': 2405215240579, 'hecke_orbit_dims': [504], 'label': '387.2.bj', 'level': 387, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 43], 'level_radical': 129, 'mf_dim': 552, 'mf_new_dim': 552, 'num_forms': 1, 'prim_orbit_index': 36, 'relative_dim': 42, 'sturm_bound': 88, 'trace_bound': 0, 'trace_display': [-21, -11, -15, 0], 'traces': [504, -21, -11, 35, -15, -16, 0, 0, -9, -28, -18, -34, -9, -48, -1, 35, -9, 4, -31, -24, 33, 26, -21, -41, -73, -6, -32, -12, -51, -33, -25, 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'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 36, 'char_orbit_label': 'bj', 'conrey_index': 20, 'conrey_indexes': [20, 77, 104, 119, 158, 191, 218, 227, 263, 284, 329, 374], 'label': '387.2.bj', 'level': 387, 'sub_char_orbit_index': 36, 'sub_char_orbit_label': 'bj', 'sub_conrey_index': 20, 'sub_conrey_indexes': [20, 77, 104, 119, 158, 191, 218, 227, 263, 284, 329, 374], 'sub_dim': 504, 'sub_label': '387.2.bj', 'sub_level': 387, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 36, 'label': '387.2.bj', 'level': 387, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 211125000
{'hecke_orbit_code': 2405215240579, 'n': 1, 'trace_an': 504}
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id: 211125001
{'hecke_orbit_code': 2405215240579, 'n': 2, 'trace_an': -21}
-
id: 211125002
{'hecke_orbit_code': 2405215240579, 'n': 3, 'trace_an': -11}
-
id: 211125003
{'hecke_orbit_code': 2405215240579, 'n': 4, 'trace_an': 35}
-
id: 211125004
{'hecke_orbit_code': 2405215240579, 'n': 5, 'trace_an': -15}
-
id: 211125005
{'hecke_orbit_code': 2405215240579, 'n': 6, 'trace_an': -16}
-
id: 211125006
{'hecke_orbit_code': 2405215240579, 'n': 7, 'trace_an': 0}
-
id: 211125007
{'hecke_orbit_code': 2405215240579, 'n': 8, 'trace_an': 0}
-
id: 211125008
{'hecke_orbit_code': 2405215240579, 'n': 9, 'trace_an': -9}
-
id: 211125009
{'hecke_orbit_code': 2405215240579, 'n': 10, 'trace_an': -28}
-
id: 211125010
{'hecke_orbit_code': 2405215240579, 'n': 11, 'trace_an': -18}
-
id: 211125011
{'hecke_orbit_code': 2405215240579, 'n': 12, 'trace_an': -34}
-
id: 211125012
{'hecke_orbit_code': 2405215240579, 'n': 13, 'trace_an': -9}
-
id: 211125013
{'hecke_orbit_code': 2405215240579, 'n': 14, 'trace_an': -48}
-
id: 211125014
{'hecke_orbit_code': 2405215240579, 'n': 15, 'trace_an': -1}
-
id: 211125015
{'hecke_orbit_code': 2405215240579, 'n': 16, 'trace_an': 35}
-
id: 211125016
{'hecke_orbit_code': 2405215240579, 'n': 17, 'trace_an': -9}
-
id: 211125017
{'hecke_orbit_code': 2405215240579, 'n': 18, 'trace_an': 4}
-
id: 211125018
{'hecke_orbit_code': 2405215240579, 'n': 19, 'trace_an': -31}
-
id: 211125019
{'hecke_orbit_code': 2405215240579, 'n': 20, 'trace_an': -24}
-
id: 211125020
{'hecke_orbit_code': 2405215240579, 'n': 21, 'trace_an': 33}
-
id: 211125021
{'hecke_orbit_code': 2405215240579, 'n': 22, 'trace_an': 26}
-
id: 211125022
{'hecke_orbit_code': 2405215240579, 'n': 23, 'trace_an': -21}
-
id: 211125023
{'hecke_orbit_code': 2405215240579, 'n': 24, 'trace_an': -41}
-
id: 211125024
{'hecke_orbit_code': 2405215240579, 'n': 25, 'trace_an': -73}
-
id: 211125025
{'hecke_orbit_code': 2405215240579, 'n': 26, 'trace_an': -6}
-
id: 211125026
{'hecke_orbit_code': 2405215240579, 'n': 27, 'trace_an': -32}
-
id: 211125027
{'hecke_orbit_code': 2405215240579, 'n': 28, 'trace_an': -12}
-
id: 211125028
{'hecke_orbit_code': 2405215240579, 'n': 29, 'trace_an': -51}
-
id: 211125029
{'hecke_orbit_code': 2405215240579, 'n': 30, 'trace_an': -33}
-
id: 211125030
{'hecke_orbit_code': 2405215240579, 'n': 31, 'trace_an': -25}
-
id: 211125031
{'hecke_orbit_code': 2405215240579, 'n': 32, 'trace_an': 159}
-
id: 211125032
{'hecke_orbit_code': 2405215240579, 'n': 33, 'trace_an': 43}
-
id: 211125033
{'hecke_orbit_code': 2405215240579, 'n': 34, 'trace_an': 14}
-
id: 211125034
{'hecke_orbit_code': 2405215240579, 'n': 35, 'trace_an': 105}
-
id: 211125035
{'hecke_orbit_code': 2405215240579, 'n': 36, 'trace_an': -18}
-
id: 211125036
{'hecke_orbit_code': 2405215240579, 'n': 37, 'trace_an': -36}
-
id: 211125037
{'hecke_orbit_code': 2405215240579, 'n': 38, 'trace_an': -117}
-
id: 211125038
{'hecke_orbit_code': 2405215240579, 'n': 39, 'trace_an': -35}
-
id: 211125039
{'hecke_orbit_code': 2405215240579, 'n': 40, 'trace_an': 5}
-
id: 211125040
{'hecke_orbit_code': 2405215240579, 'n': 41, 'trace_an': -54}
-
id: 211125041
{'hecke_orbit_code': 2405215240579, 'n': 42, 'trace_an': 99}
-
id: 211125042
{'hecke_orbit_code': 2405215240579, 'n': 43, 'trace_an': 4}
-
id: 211125043
{'hecke_orbit_code': 2405215240579, 'n': 44, 'trace_an': 0}
-
id: 211125044
{'hecke_orbit_code': 2405215240579, 'n': 45, 'trace_an': 42}
-
id: 211125045
{'hecke_orbit_code': 2405215240579, 'n': 46, 'trace_an': -28}
-
id: 211125046
{'hecke_orbit_code': 2405215240579, 'n': 47, 'trace_an': 0}
-
id: 211125047
{'hecke_orbit_code': 2405215240579, 'n': 48, 'trace_an': -26}
-
id: 211125048
{'hecke_orbit_code': 2405215240579, 'n': 49, 'trace_an': -392}
-
id: 211125049
{'hecke_orbit_code': 2405215240579, 'n': 50, 'trace_an': -57}
-
id: 211125050
{'hecke_orbit_code': 2405215240579, 'n': 51, 'trace_an': 28}
-
id: 211125051
{'hecke_orbit_code': 2405215240579, 'n': 52, 'trace_an': -37}
-
id: 211125052
{'hecke_orbit_code': 2405215240579, 'n': 53, 'trace_an': 0}
-
id: 211125053
{'hecke_orbit_code': 2405215240579, 'n': 54, 'trace_an': -49}
-
id: 211125054
{'hecke_orbit_code': 2405215240579, 'n': 55, 'trace_an': -7}
-
id: 211125055
{'hecke_orbit_code': 2405215240579, 'n': 56, 'trace_an': 126}
-
id: 211125056
{'hecke_orbit_code': 2405215240579, 'n': 57, 'trace_an': 4}
-
id: 211125057
{'hecke_orbit_code': 2405215240579, 'n': 58, 'trace_an': -4}
-
id: 211125058
{'hecke_orbit_code': 2405215240579, 'n': 59, 'trace_an': -21}
-
id: 211125059
{'hecke_orbit_code': 2405215240579, 'n': 60, 'trace_an': 9}
-
id: 211125060
{'hecke_orbit_code': 2405215240579, 'n': 61, 'trace_an': -7}
-
id: 211125061
{'hecke_orbit_code': 2405215240579, 'n': 62, 'trace_an': 6}
-
id: 211125062
{'hecke_orbit_code': 2405215240579, 'n': 63, 'trace_an': 32}
-
id: 211125063
{'hecke_orbit_code': 2405215240579, 'n': 64, 'trace_an': -100}
-
id: 211125064
{'hecke_orbit_code': 2405215240579, 'n': 65, 'trace_an': -21}
-
id: 211125065
{'hecke_orbit_code': 2405215240579, 'n': 66, 'trace_an': -55}
-
id: 211125066
{'hecke_orbit_code': 2405215240579, 'n': 67, 'trace_an': -39}
-
id: 211125067
{'hecke_orbit_code': 2405215240579, 'n': 68, 'trace_an': -204}
-
id: 211125068
{'hecke_orbit_code': 2405215240579, 'n': 69, 'trace_an': -51}
-
id: 211125069
{'hecke_orbit_code': 2405215240579, 'n': 70, 'trace_an': 51}
-
id: 211125070
{'hecke_orbit_code': 2405215240579, 'n': 71, 'trace_an': -24}
-
id: 211125071
{'hecke_orbit_code': 2405215240579, 'n': 72, 'trace_an': -28}
-
id: 211125072
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