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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [7, -1]], 36, 9], [[[3, 1], [7, -1]], 42, 15], [[[3, -1], [7, 1]], 42, 5], [[[3, 1], [7, 1]], 34, 7]], 'ALdims': [34, 42, 42, 36], 'Nk2': 15876, 'analytic_conductor': 31.692624562246184, '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': [3969, 1, [2108, 3727], [1, 1]], 'conrey_index': 1, 'cusp_dim': 457, 'dim': 154, 'eis_dim': 95, 'eis_new_dim': 20, 'hecke_cutter_primes': [2, 5, 11, 13], 'hecke_orbit_code': 33558401, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 6, 6, 8, 8, 12, 12, 16], 'label': '3969.2.a', 'level': 3969, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 552, 'mf_new_dim': 174, 'num_forms': 36, 'plus_dim': 70, 'prim_orbit_index': 1, 'relative_dim': 154, 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mf_subspaces • Show schema
Hide schema
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id: 930871
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 8, 'weight': 2}
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id: 930872
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '27.2.a', 'sub_level': 27, 'sub_mult': 6, 'weight': 2}
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id: 930875
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '49.2.a', 'sub_level': 49, 'sub_mult': 5, 'weight': 2}
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id: 930877
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '63.2.a', 'sub_level': 63, 'sub_mult': 6, 'weight': 2}
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id: 930878
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '81.2.a', 'sub_level': 81, 'sub_mult': 3, 'weight': 2}
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id: 930869
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '147.2.a', 'sub_level': 147, 'sub_mult': 4, 'weight': 2}
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id: 930870
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '189.2.a', 'sub_level': 189, 'sub_mult': 4, 'weight': 2}
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id: 930874
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 14, 'sub_label': '441.2.a', 'sub_level': 441, 'sub_mult': 3, 'weight': 2}
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id: 930876
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '567.2.a', 'sub_level': 567, 'sub_mult': 2, 'weight': 2}
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id: 930868
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 55, 'sub_label': '1323.2.a', 'sub_level': 1323, 'sub_mult': 2, 'weight': 2}
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id: 930873
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3969.2.a', 'level': 3969, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 154, 'sub_label': '3969.2.a', 'sub_level': 3969, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '3969.2.a', 'level': 3969, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 3950000
{'hecke_orbit_code': 33558401, 'n': 1, 'trace_an': 154}
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id: 3950001
{'hecke_orbit_code': 33558401, 'n': 2, 'trace_an': 0}
-
id: 3950002
{'hecke_orbit_code': 33558401, 'n': 3, 'trace_an': 0}
-
id: 3950003
{'hecke_orbit_code': 33558401, 'n': 4, 'trace_an': 142}
-
id: 3950004
{'hecke_orbit_code': 33558401, 'n': 5, 'trace_an': 0}
-
id: 3950005
{'hecke_orbit_code': 33558401, 'n': 6, 'trace_an': 0}
-
id: 3950006
{'hecke_orbit_code': 33558401, 'n': 7, 'trace_an': 0}
-
id: 3950007
{'hecke_orbit_code': 33558401, 'n': 8, 'trace_an': 0}
-
id: 3950008
{'hecke_orbit_code': 33558401, 'n': 9, 'trace_an': 0}
-
id: 3950009
{'hecke_orbit_code': 33558401, 'n': 10, 'trace_an': -6}
-
id: 3950010
{'hecke_orbit_code': 33558401, 'n': 11, 'trace_an': 0}
-
id: 3950011
{'hecke_orbit_code': 33558401, 'n': 12, 'trace_an': 0}
-
id: 3950012
{'hecke_orbit_code': 33558401, 'n': 13, 'trace_an': -10}
-
id: 3950013
{'hecke_orbit_code': 33558401, 'n': 14, 'trace_an': 0}
-
id: 3950014
{'hecke_orbit_code': 33558401, 'n': 15, 'trace_an': 0}
-
id: 3950015
{'hecke_orbit_code': 33558401, 'n': 16, 'trace_an': 130}
-
id: 3950016
{'hecke_orbit_code': 33558401, 'n': 17, 'trace_an': 0}
-
id: 3950017
{'hecke_orbit_code': 33558401, 'n': 18, 'trace_an': 0}
-
id: 3950018
{'hecke_orbit_code': 33558401, 'n': 19, 'trace_an': 8}
-
id: 3950019
{'hecke_orbit_code': 33558401, 'n': 20, 'trace_an': 0}
-
id: 3950020
{'hecke_orbit_code': 33558401, 'n': 21, 'trace_an': 0}
-
id: 3950021
{'hecke_orbit_code': 33558401, 'n': 22, 'trace_an': 36}
-
id: 3950022
{'hecke_orbit_code': 33558401, 'n': 23, 'trace_an': 0}
-
id: 3950023
{'hecke_orbit_code': 33558401, 'n': 24, 'trace_an': 0}
-
id: 3950024
{'hecke_orbit_code': 33558401, 'n': 25, 'trace_an': 112}
-
id: 3950025
{'hecke_orbit_code': 33558401, 'n': 26, 'trace_an': 0}
-
id: 3950026
{'hecke_orbit_code': 33558401, 'n': 27, 'trace_an': 0}
-
id: 3950027
{'hecke_orbit_code': 33558401, 'n': 28, 'trace_an': 0}
-
id: 3950028
{'hecke_orbit_code': 33558401, 'n': 29, 'trace_an': 0}
-
id: 3950029
{'hecke_orbit_code': 33558401, 'n': 30, 'trace_an': 0}
-
id: 3950030
{'hecke_orbit_code': 33558401, 'n': 31, 'trace_an': -4}
-
id: 3950031
{'hecke_orbit_code': 33558401, 'n': 32, 'trace_an': 0}
-
id: 3950032
{'hecke_orbit_code': 33558401, 'n': 33, 'trace_an': 0}
-
id: 3950033
{'hecke_orbit_code': 33558401, 'n': 34, 'trace_an': 6}
-
id: 3950034
{'hecke_orbit_code': 33558401, 'n': 35, 'trace_an': 0}
-
id: 3950035
{'hecke_orbit_code': 33558401, 'n': 36, 'trace_an': 0}
-
id: 3950036
{'hecke_orbit_code': 33558401, 'n': 37, 'trace_an': -10}
-
id: 3950037
{'hecke_orbit_code': 33558401, 'n': 38, 'trace_an': 0}
-
id: 3950038
{'hecke_orbit_code': 33558401, 'n': 39, 'trace_an': 0}
-
id: 3950039
{'hecke_orbit_code': 33558401, 'n': 40, 'trace_an': -18}
-
id: 3950040
{'hecke_orbit_code': 33558401, 'n': 41, 'trace_an': 0}
-
id: 3950041
{'hecke_orbit_code': 33558401, 'n': 42, 'trace_an': 0}
-
id: 3950042
{'hecke_orbit_code': 33558401, 'n': 43, 'trace_an': 20}
-
id: 3950043
{'hecke_orbit_code': 33558401, 'n': 44, 'trace_an': 0}
-
id: 3950044
{'hecke_orbit_code': 33558401, 'n': 45, 'trace_an': 0}
-
id: 3950045
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