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mf_newspaces • Show schema
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{'Nk2': 324, 'analytic_conductor': 1.6295144402445088, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [4, 2, [3], [1]], 'conrey_index': 3, 'cusp_dim': 3, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 68870471684, 'hecke_orbit_dims': [1, 2], 'label': '4.9.b', 'level': 4, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 5, 'mf_new_dim': 5, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 3, 'sturm_bound': 4, 'trace_bound': 1, 'trace_display': [-4, 0, 166, 0], 'traces': [3, -4, 0, 144, 166, -2496, 0, 11456, -285, -29064, 0, 49920, -11418, -34944, 0, -52992, 82822, 173436, 0, -338144, -279552, 461760, 0, -359424, 683241, 101752, 0, 698880, -1664282, -1522560, 0, 1534976, 3694080, -2475528, 0, 2062992, -6018138, 486720, 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mf_subspaces • Show schema
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{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 3, 'conrey_indexes': [3], 'label': '4.9.b', 'level': 4, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3], 'sub_dim': 3, 'sub_label': '4.9.b', 'sub_level': 4, 'sub_mult': 1, 'weight': 9}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '4.9.b', 'level': 4, 'portrait': 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', 'weight': 9}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 24223000
{'hecke_orbit_code': 68870471684, 'n': 1, 'trace_an': 3}
-
id: 24223001
{'hecke_orbit_code': 68870471684, 'n': 2, 'trace_an': -4}
-
id: 24223002
{'hecke_orbit_code': 68870471684, 'n': 3, 'trace_an': 0}
-
id: 24223003
{'hecke_orbit_code': 68870471684, 'n': 4, 'trace_an': 144}
-
id: 24223004
{'hecke_orbit_code': 68870471684, 'n': 5, 'trace_an': 166}
-
id: 24223005
{'hecke_orbit_code': 68870471684, 'n': 6, 'trace_an': -2496}
-
id: 24223006
{'hecke_orbit_code': 68870471684, 'n': 7, 'trace_an': 0}
-
id: 24223007
{'hecke_orbit_code': 68870471684, 'n': 8, 'trace_an': 11456}
-
id: 24223008
{'hecke_orbit_code': 68870471684, 'n': 9, 'trace_an': -285}
-
id: 24223009
{'hecke_orbit_code': 68870471684, 'n': 10, 'trace_an': -29064}
-
id: 24223010
{'hecke_orbit_code': 68870471684, 'n': 11, 'trace_an': 0}
-
id: 24223011
{'hecke_orbit_code': 68870471684, 'n': 12, 'trace_an': 49920}
-
id: 24223012
{'hecke_orbit_code': 68870471684, 'n': 13, 'trace_an': -11418}
-
id: 24223013
{'hecke_orbit_code': 68870471684, 'n': 14, 'trace_an': -34944}
-
id: 24223014
{'hecke_orbit_code': 68870471684, 'n': 15, 'trace_an': 0}
-
id: 24223015
{'hecke_orbit_code': 68870471684, 'n': 16, 'trace_an': -52992}
-
id: 24223016
{'hecke_orbit_code': 68870471684, 'n': 17, 'trace_an': 82822}
-
id: 24223017
{'hecke_orbit_code': 68870471684, 'n': 18, 'trace_an': 173436}
-
id: 24223018
{'hecke_orbit_code': 68870471684, 'n': 19, 'trace_an': 0}
-
id: 24223019
{'hecke_orbit_code': 68870471684, 'n': 20, 'trace_an': -338144}
-
id: 24223020
{'hecke_orbit_code': 68870471684, 'n': 21, 'trace_an': -279552}
-
id: 24223021
{'hecke_orbit_code': 68870471684, 'n': 22, 'trace_an': 461760}
-
id: 24223022
{'hecke_orbit_code': 68870471684, 'n': 23, 'trace_an': 0}
-
id: 24223023
{'hecke_orbit_code': 68870471684, 'n': 24, 'trace_an': -359424}
-
id: 24223024
{'hecke_orbit_code': 68870471684, 'n': 25, 'trace_an': 683241}
-
id: 24223025
{'hecke_orbit_code': 68870471684, 'n': 26, 'trace_an': 101752}
-
id: 24223026
{'hecke_orbit_code': 68870471684, 'n': 27, 'trace_an': 0}
-
id: 24223027
{'hecke_orbit_code': 68870471684, 'n': 28, 'trace_an': 698880}
-
id: 24223028
{'hecke_orbit_code': 68870471684, 'n': 29, 'trace_an': -1664282}
-
id: 24223029
{'hecke_orbit_code': 68870471684, 'n': 30, 'trace_an': -1522560}
-
id: 24223030
{'hecke_orbit_code': 68870471684, 'n': 31, 'trace_an': 0}
-
id: 24223031
{'hecke_orbit_code': 68870471684, 'n': 32, 'trace_an': 1534976}
-
id: 24223032
{'hecke_orbit_code': 68870471684, 'n': 33, 'trace_an': 3694080}
-
id: 24223033
{'hecke_orbit_code': 68870471684, 'n': 34, 'trace_an': -2475528}
-
id: 24223034
{'hecke_orbit_code': 68870471684, 'n': 35, 'trace_an': 0}
-
id: 24223035
{'hecke_orbit_code': 68870471684, 'n': 36, 'trace_an': 2062992}
-
id: 24223036
{'hecke_orbit_code': 68870471684, 'n': 37, 'trace_an': -6018138}
-
id: 24223037
{'hecke_orbit_code': 68870471684, 'n': 38, 'trace_an': 486720}
-
id: 24223038
{'hecke_orbit_code': 68870471684, 'n': 39, 'trace_an': 0}
-
id: 24223039
{'hecke_orbit_code': 68870471684, 'n': 40, 'trace_an': 172416}
-
id: 24223040
{'hecke_orbit_code': 68870471684, 'n': 41, 'trace_an': 7871686}
-
id: 24223041
{'hecke_orbit_code': 68870471684, 'n': 42, 'trace_an': 2795520}
-
id: 24223042
{'hecke_orbit_code': 68870471684, 'n': 43, 'trace_an': 0}
-
id: 24223043
{'hecke_orbit_code': 68870471684, 'n': 44, 'trace_an': -9235200}
-
id: 24223044
{'hecke_orbit_code': 68870471684, 'n': 45, 'trace_an': -11091354}
-
id: 24223045
{'hecke_orbit_code': 68870471684, 'n': 46, 'trace_an': 5925504}
-
id: 24223046
{'hecke_orbit_code': 68870471684, 'n': 47, 'trace_an': 0}
-
id: 24223047
{'hecke_orbit_code': 68870471684, 'n': 48, 'trace_an': -5591040}
-
id: 24223048
{'hecke_orbit_code': 68870471684, 'n': 49, 'trace_an': 13380675}
-
id: 24223049
{'hecke_orbit_code': 68870471684, 'n': 50, 'trace_an': 11895156}
-
id: 24223050
{'hecke_orbit_code': 68870471684, 'n': 51, 'trace_an': 0}
-
id: 24223051
{'hecke_orbit_code': 68870471684, 'n': 52, 'trace_an': 490272}
-
id: 24223052
{'hecke_orbit_code': 68870471684, 'n': 53, 'trace_an': -7972058}
-
id: 24223053
{'hecke_orbit_code': 68870471684, 'n': 54, 'trace_an': -7832448}
-
id: 24223054
{'hecke_orbit_code': 68870471684, 'n': 55, 'trace_an': 0}
-
id: 24223055
{'hecke_orbit_code': 68870471684, 'n': 56, 'trace_an': -5031936}
-
id: 24223056
{'hecke_orbit_code': 68870471684, 'n': 57, 'trace_an': 3893760}
-
id: 24223057
{'hecke_orbit_code': 68870471684, 'n': 58, 'trace_an': -19960968}
-
id: 24223058
{'hecke_orbit_code': 68870471684, 'n': 59, 'trace_an': 0}
-
id: 24223059
{'hecke_orbit_code': 68870471684, 'n': 60, 'trace_an': 30451200}
-
id: 24223060
{'hecke_orbit_code': 68870471684, 'n': 61, 'trace_an': -8770074}
-
id: 24223061
{'hecke_orbit_code': 68870471684, 'n': 62, 'trace_an': 1697280}
-
id: 24223062
{'hecke_orbit_code': 68870471684, 'n': 63, 'trace_an': 0}
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