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mf_newspaces • Show schema
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{'Nk2': 8112, 'analytic_conductor': 16.193661529915662, 'char_conductor': 13, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [2028, 2, [1015, 677, 1861], [2, 2, 1]], 'conrey_index': 337, 'cusp_dim': 322, 'dim': 24, 'eis_dim': 84, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 68753033196, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 6, 6], 'label': '2028.2.b', 'level': 2028, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 13], 'level_radical': 78, 'mf_dim': 406, 'mf_new_dim': 24, 'num_forms': 7, 'prim_orbit_index': 2, 'relative_dim': 24, 'sturm_bound': 728, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [24, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 20, 0, -12, 0, 0, 0, 8, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, -24, 0, 20, 0, -24, 0, -4, 0, 0, 0, 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mf_subspaces • Show schema
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id: 572164
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '2028.2.b', 'level': 2028, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '78.2.b', 'sub_level': 78, 'sub_mult': 4, 'weight': 2}
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id: 572159
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '2028.2.b', 'level': 2028, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '26.2.b', 'sub_level': 26, 'sub_mult': 8, 'weight': 2}
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id: 572161
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '2028.2.b', 'level': 2028, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 2, 'sub_label': '39.2.b', 'sub_level': 39, 'sub_mult': 6, 'weight': 2}
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id: 572156
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '2028.2.b', 'level': 2028, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25], 'sub_dim': 4, 'sub_label': '156.2.b', 'sub_level': 156, 'sub_mult': 2, 'weight': 2}
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id: 572157
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '2028.2.b', 'level': 2028, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 168, 'sub_conrey_indexes': [168], 'sub_dim': 8, 'sub_label': '169.2.b', 'sub_level': 169, 'sub_mult': 6, 'weight': 2}
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id: 572160
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '2028.2.b', 'level': 2028, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 337, 'sub_conrey_indexes': [337], 'sub_dim': 12, 'sub_label': '338.2.b', 'sub_level': 338, 'sub_mult': 4, 'weight': 2}
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id: 572162
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '2028.2.b', 'level': 2028, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 337, 'sub_conrey_indexes': [337], 'sub_dim': 26, 'sub_label': '507.2.b', 'sub_level': 507, 'sub_mult': 3, 'weight': 2}
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id: 572163
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '2028.2.b', 'level': 2028, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 337, 'sub_conrey_indexes': [337], 'sub_dim': 14, 'sub_label': '676.2.d', 'sub_level': 676, 'sub_mult': 2, 'weight': 2}
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id: 572155
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '2028.2.b', 'level': 2028, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 337, 'sub_conrey_indexes': [337], 'sub_dim': 26, 'sub_label': '1014.2.b', 'sub_level': 1014, 'sub_mult': 2, 'weight': 2}
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id: 572158
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 337, 'conrey_indexes': [337], 'label': '2028.2.b', 'level': 2028, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 337, 'sub_conrey_indexes': [337], 'sub_dim': 24, 'sub_label': '2028.2.b', 'sub_level': 2028, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '2028.2.b', 'level': 2028, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 18059000
{'hecke_orbit_code': 68753033196, 'n': 1, 'trace_an': 24}
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id: 18059001
{'hecke_orbit_code': 68753033196, 'n': 2, 'trace_an': 0}
-
id: 18059002
{'hecke_orbit_code': 68753033196, 'n': 3, 'trace_an': 0}
-
id: 18059003
{'hecke_orbit_code': 68753033196, 'n': 4, 'trace_an': 0}
-
id: 18059004
{'hecke_orbit_code': 68753033196, 'n': 5, 'trace_an': 0}
-
id: 18059005
{'hecke_orbit_code': 68753033196, 'n': 6, 'trace_an': 0}
-
id: 18059006
{'hecke_orbit_code': 68753033196, 'n': 7, 'trace_an': 0}
-
id: 18059007
{'hecke_orbit_code': 68753033196, 'n': 8, 'trace_an': 0}
-
id: 18059008
{'hecke_orbit_code': 68753033196, 'n': 9, 'trace_an': 24}
-
id: 18059009
{'hecke_orbit_code': 68753033196, 'n': 10, 'trace_an': 0}
-
id: 18059010
{'hecke_orbit_code': 68753033196, 'n': 11, 'trace_an': 0}
-
id: 18059011
{'hecke_orbit_code': 68753033196, 'n': 12, 'trace_an': 0}
-
id: 18059012
{'hecke_orbit_code': 68753033196, 'n': 13, 'trace_an': 0}
-
id: 18059013
{'hecke_orbit_code': 68753033196, 'n': 14, 'trace_an': 0}
-
id: 18059014
{'hecke_orbit_code': 68753033196, 'n': 15, 'trace_an': 0}
-
id: 18059015
{'hecke_orbit_code': 68753033196, 'n': 16, 'trace_an': 0}
-
id: 18059016
{'hecke_orbit_code': 68753033196, 'n': 17, 'trace_an': -12}
-
id: 18059017
{'hecke_orbit_code': 68753033196, 'n': 18, 'trace_an': 0}
-
id: 18059018
{'hecke_orbit_code': 68753033196, 'n': 19, 'trace_an': 0}
-
id: 18059019
{'hecke_orbit_code': 68753033196, 'n': 20, 'trace_an': 0}
-
id: 18059020
{'hecke_orbit_code': 68753033196, 'n': 21, 'trace_an': 0}
-
id: 18059021
{'hecke_orbit_code': 68753033196, 'n': 22, 'trace_an': 0}
-
id: 18059022
{'hecke_orbit_code': 68753033196, 'n': 23, 'trace_an': 20}
-
id: 18059023
{'hecke_orbit_code': 68753033196, 'n': 24, 'trace_an': 0}
-
id: 18059024
{'hecke_orbit_code': 68753033196, 'n': 25, 'trace_an': -12}
-
id: 18059025
{'hecke_orbit_code': 68753033196, 'n': 26, 'trace_an': 0}
-
id: 18059026
{'hecke_orbit_code': 68753033196, 'n': 27, 'trace_an': 0}
-
id: 18059027
{'hecke_orbit_code': 68753033196, 'n': 28, 'trace_an': 0}
-
id: 18059028
{'hecke_orbit_code': 68753033196, 'n': 29, 'trace_an': 8}
-
id: 18059029
{'hecke_orbit_code': 68753033196, 'n': 30, 'trace_an': 0}
-
id: 18059030
{'hecke_orbit_code': 68753033196, 'n': 31, 'trace_an': 0}
-
id: 18059031
{'hecke_orbit_code': 68753033196, 'n': 32, 'trace_an': 0}
-
id: 18059032
{'hecke_orbit_code': 68753033196, 'n': 33, 'trace_an': 0}
-
id: 18059033
{'hecke_orbit_code': 68753033196, 'n': 34, 'trace_an': 0}
-
id: 18059034
{'hecke_orbit_code': 68753033196, 'n': 35, 'trace_an': 12}
-
id: 18059035
{'hecke_orbit_code': 68753033196, 'n': 36, 'trace_an': 0}
-
id: 18059036
{'hecke_orbit_code': 68753033196, 'n': 37, 'trace_an': 0}
-
id: 18059037
{'hecke_orbit_code': 68753033196, 'n': 38, 'trace_an': 0}
-
id: 18059038
{'hecke_orbit_code': 68753033196, 'n': 39, 'trace_an': 0}
-
id: 18059039
{'hecke_orbit_code': 68753033196, 'n': 40, 'trace_an': 0}
-
id: 18059040
{'hecke_orbit_code': 68753033196, 'n': 41, 'trace_an': 0}
-
id: 18059041
{'hecke_orbit_code': 68753033196, 'n': 42, 'trace_an': 0}
-
id: 18059042
{'hecke_orbit_code': 68753033196, 'n': 43, 'trace_an': 4}
-
id: 18059043
{'hecke_orbit_code': 68753033196, 'n': 44, 'trace_an': 0}
-
id: 18059044
{'hecke_orbit_code': 68753033196, 'n': 45, 'trace_an': 0}
-
id: 18059045
{'hecke_orbit_code': 68753033196, 'n': 46, 'trace_an': 0}
-
id: 18059046
{'hecke_orbit_code': 68753033196, 'n': 47, 'trace_an': 0}
-
id: 18059047
{'hecke_orbit_code': 68753033196, 'n': 48, 'trace_an': 0}
-
id: 18059048
{'hecke_orbit_code': 68753033196, 'n': 49, 'trace_an': -24}
-
id: 18059049
{'hecke_orbit_code': 68753033196, 'n': 50, 'trace_an': 0}
-
id: 18059050
{'hecke_orbit_code': 68753033196, 'n': 51, 'trace_an': 20}
-
id: 18059051
{'hecke_orbit_code': 68753033196, 'n': 52, 'trace_an': 0}
-
id: 18059052
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