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mf_newspaces • Show schema
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{'Nk2': 4180, 'analytic_conductor': 8.3443670112238, 'char_conductor': 55, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 29, 'char_orbit_label': 'bc', 'char_order': 10, 'char_parity': 1, 'char_values': [1045, 10, [837, 761, 496], [5, 6, 10]], 'conrey_indexes': [229, 324, 609, 894], 'cusp_dim': 464, 'dim': 432, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_orbit_code': 1924178904085, 'label': '1045.2.bc', 'level': 1045, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 11, 19], 'level_radical': 1045, 'mf_dim': 496, 'mf_new_dim': 432, 'prim_orbit_index': 10, 'relative_dim': 108, 'sturm_bound': 240, 'trace_display': [0, 0, 0, 0], 'traces': [432, 0, 0, 108, 0, 8, 0, 0, 92, -24, -2, 0, 0, 8, 6, -164, 0, 0, -8, 0, -8, 0, 0, -8, 16, -24, 0, 0, 8, 24, -28, 0, 0, -16, -56, -100, 0, 0, -96, -20, 24, 0, 0, -40, -34, 96, 0, 0, 106, 0, 64, 0, 0, 120, 11, -8, 0, 0, 12, -24, 42, 0, 0, 268, 24, 72, 0, 0, -4, 108, 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mf_subspaces • Show schema
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id: 361973
{'char_orbit_index': 29, 'char_orbit_label': 'bc', 'conrey_indexes': [229, 324, 609, 894], 'label': '1045.2.bc', 'level': 1045, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_indexes': [4, 9, 14, 49], 'sub_dim': 16, 'sub_label': '55.2.j', 'sub_level': 55, 'sub_mult': 2, 'weight': 2}
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id: 361972
{'char_orbit_index': 29, 'char_orbit_label': 'bc', 'conrey_indexes': [229, 324, 609, 894], 'label': '1045.2.bc', 'level': 1045, 'sub_char_orbit_index': 29, 'sub_char_orbit_label': 'bc', 'sub_conrey_indexes': [229, 324, 609, 894], 'sub_dim': 432, 'sub_label': '1045.2.bc', 'sub_level': 1045, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 29, 'label': '1045.2.bc', 'level': 1045, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 187229000
{'hecke_orbit_code': 1924178904085, 'n': 1, 'trace_an': 432}
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id: 187229001
{'hecke_orbit_code': 1924178904085, 'n': 2, 'trace_an': 0}
-
id: 187229002
{'hecke_orbit_code': 1924178904085, 'n': 3, 'trace_an': 0}
-
id: 187229003
{'hecke_orbit_code': 1924178904085, 'n': 4, 'trace_an': 108}
-
id: 187229004
{'hecke_orbit_code': 1924178904085, 'n': 5, 'trace_an': 0}
-
id: 187229005
{'hecke_orbit_code': 1924178904085, 'n': 6, 'trace_an': 8}
-
id: 187229006
{'hecke_orbit_code': 1924178904085, 'n': 7, 'trace_an': 0}
-
id: 187229007
{'hecke_orbit_code': 1924178904085, 'n': 8, 'trace_an': 0}
-
id: 187229008
{'hecke_orbit_code': 1924178904085, 'n': 9, 'trace_an': 92}
-
id: 187229009
{'hecke_orbit_code': 1924178904085, 'n': 10, 'trace_an': -24}
-
id: 187229010
{'hecke_orbit_code': 1924178904085, 'n': 11, 'trace_an': -2}
-
id: 187229011
{'hecke_orbit_code': 1924178904085, 'n': 12, 'trace_an': 0}
-
id: 187229012
{'hecke_orbit_code': 1924178904085, 'n': 13, 'trace_an': 0}
-
id: 187229013
{'hecke_orbit_code': 1924178904085, 'n': 14, 'trace_an': 8}
-
id: 187229014
{'hecke_orbit_code': 1924178904085, 'n': 15, 'trace_an': 6}
-
id: 187229015
{'hecke_orbit_code': 1924178904085, 'n': 16, 'trace_an': -164}
-
id: 187229016
{'hecke_orbit_code': 1924178904085, 'n': 17, 'trace_an': 0}
-
id: 187229017
{'hecke_orbit_code': 1924178904085, 'n': 18, 'trace_an': 0}
-
id: 187229018
{'hecke_orbit_code': 1924178904085, 'n': 19, 'trace_an': -8}
-
id: 187229019
{'hecke_orbit_code': 1924178904085, 'n': 20, 'trace_an': 0}
-
id: 187229020
{'hecke_orbit_code': 1924178904085, 'n': 21, 'trace_an': -8}
-
id: 187229021
{'hecke_orbit_code': 1924178904085, 'n': 22, 'trace_an': 0}
-
id: 187229022
{'hecke_orbit_code': 1924178904085, 'n': 23, 'trace_an': 0}
-
id: 187229023
{'hecke_orbit_code': 1924178904085, 'n': 24, 'trace_an': -8}
-
id: 187229024
{'hecke_orbit_code': 1924178904085, 'n': 25, 'trace_an': 16}
-
id: 187229025
{'hecke_orbit_code': 1924178904085, 'n': 26, 'trace_an': -24}
-
id: 187229026
{'hecke_orbit_code': 1924178904085, 'n': 27, 'trace_an': 0}
-
id: 187229027
{'hecke_orbit_code': 1924178904085, 'n': 28, 'trace_an': 0}
-
id: 187229028
{'hecke_orbit_code': 1924178904085, 'n': 29, 'trace_an': 8}
-
id: 187229029
{'hecke_orbit_code': 1924178904085, 'n': 30, 'trace_an': 24}
-
id: 187229030
{'hecke_orbit_code': 1924178904085, 'n': 31, 'trace_an': -28}
-
id: 187229031
{'hecke_orbit_code': 1924178904085, 'n': 32, 'trace_an': 0}
-
id: 187229032
{'hecke_orbit_code': 1924178904085, 'n': 33, 'trace_an': 0}
-
id: 187229033
{'hecke_orbit_code': 1924178904085, 'n': 34, 'trace_an': -16}
-
id: 187229034
{'hecke_orbit_code': 1924178904085, 'n': 35, 'trace_an': -56}
-
id: 187229035
{'hecke_orbit_code': 1924178904085, 'n': 36, 'trace_an': -100}
-
id: 187229036
{'hecke_orbit_code': 1924178904085, 'n': 37, 'trace_an': 0}
-
id: 187229037
{'hecke_orbit_code': 1924178904085, 'n': 38, 'trace_an': 0}
-
id: 187229038
{'hecke_orbit_code': 1924178904085, 'n': 39, 'trace_an': -96}
-
id: 187229039
{'hecke_orbit_code': 1924178904085, 'n': 40, 'trace_an': -20}
-
id: 187229040
{'hecke_orbit_code': 1924178904085, 'n': 41, 'trace_an': 24}
-
id: 187229041
{'hecke_orbit_code': 1924178904085, 'n': 42, 'trace_an': 0}
-
id: 187229042
{'hecke_orbit_code': 1924178904085, 'n': 43, 'trace_an': 0}
-
id: 187229043
{'hecke_orbit_code': 1924178904085, 'n': 44, 'trace_an': -40}
-
id: 187229044
{'hecke_orbit_code': 1924178904085, 'n': 45, 'trace_an': -34}
-
id: 187229045
{'hecke_orbit_code': 1924178904085, 'n': 46, 'trace_an': 96}
-
id: 187229046
{'hecke_orbit_code': 1924178904085, 'n': 47, 'trace_an': 0}
-
id: 187229047
{'hecke_orbit_code': 1924178904085, 'n': 48, 'trace_an': 0}
-
id: 187229048
{'hecke_orbit_code': 1924178904085, 'n': 49, 'trace_an': 106}
-
id: 187229049
{'hecke_orbit_code': 1924178904085, 'n': 50, 'trace_an': 0}
-
id: 187229050
{'hecke_orbit_code': 1924178904085, 'n': 51, 'trace_an': 64}
-
id: 187229051
{'hecke_orbit_code': 1924178904085, 'n': 52, 'trace_an': 0}
-
id: 187229052
{'hecke_orbit_code': 1924178904085, 'n': 53, 'trace_an': 0}
-
id: 187229053
{'hecke_orbit_code': 1924178904085, 'n': 54, 'trace_an': 120}
-
id: 187229054
{'hecke_orbit_code': 1924178904085, 'n': 55, 'trace_an': 11}
-
id: 187229055
{'hecke_orbit_code': 1924178904085, 'n': 56, 'trace_an': -8}
-
id: 187229056
{'hecke_orbit_code': 1924178904085, 'n': 57, 'trace_an': 0}
-
id: 187229057
{'hecke_orbit_code': 1924178904085, 'n': 58, 'trace_an': 0}
-
id: 187229058
{'hecke_orbit_code': 1924178904085, 'n': 59, 'trace_an': 12}
-
id: 187229059
{'hecke_orbit_code': 1924178904085, 'n': 60, 'trace_an': -24}
-
id: 187229060
{'hecke_orbit_code': 1924178904085, 'n': 61, 'trace_an': 42}
-
id: 187229061
{'hecke_orbit_code': 1924178904085, 'n': 62, 'trace_an': 0}
-
id: 187229062
{'hecke_orbit_code': 1924178904085, 'n': 63, 'trace_an': 0}
-
id: 187229063
{'hecke_orbit_code': 1924178904085, 'n': 64, 'trace_an': 268}
-
id: 187229064
{'hecke_orbit_code': 1924178904085, 'n': 65, 'trace_an': 24}
-
id: 187229065
{'hecke_orbit_code': 1924178904085, 'n': 66, 'trace_an': 72}
-
id: 187229066
{'hecke_orbit_code': 1924178904085, 'n': 67, 'trace_an': 0}
-
id: 187229067
{'hecke_orbit_code': 1924178904085, 'n': 68, 'trace_an': 0}
-
id: 187229068
{'hecke_orbit_code': 1924178904085, 'n': 69, 'trace_an': -4}
-
id: 187229069
{'hecke_orbit_code': 1924178904085, 'n': 70, 'trace_an': 108}
-
id: 187229070
{'hecke_orbit_code': 1924178904085, 'n': 71, 'trace_an': -68}
-
id: 187229071
{'hecke_orbit_code': 1924178904085, 'n': 72, 'trace_an': 0}
-
id: 187229072
{'hecke_orbit_code': 1924178904085, 'n': 73, 'trace_an': 0}
-
id: 187229073
{'hecke_orbit_code': 1924178904085, 'n': 74, 'trace_an': -164}
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id: 187229074
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