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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [13, -1]], 15, 6], [[[3, -1], [13, 1]], 18, 9], [[[3, 1], [13, -1]], 16, 4], [[[3, 1], [13, 1]], 10, 4]], 'ALdims': [10, 16, 18, 15], 'Nk2': 6084, 'analytic_conductor': 12.145246147436746, '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': [1521, 1, [677, 847], [1, 1]], 'conrey_index': 1, 'cusp_dim': 155, 'dim': 59, 'eis_dim': 55, 'eis_new_dim': 11, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 33555953, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 6, 6], 'label': '1521.2.a', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 210, 'mf_new_dim': 70, 'num_forms': 23, 'plus_dim': 25, 'prim_orbit_index': 1, 'relative_dim': 59, 'sturm_bound': 364, 'trace_bound': 23, 'trace_display': 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mf_subspaces • Show schema
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id: 468937
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1521.2.a', 'level': 1521, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '39.2.a', 'sub_level': 39, 'sub_mult': 4, 'weight': 2}
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id: 468934
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1521.2.a', 'level': 1521, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '117.2.a', 'sub_level': 117, 'sub_mult': 2, 'weight': 2}
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id: 468936
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1521.2.a', 'level': 1521, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '169.2.a', 'sub_level': 169, 'sub_mult': 3, 'weight': 2}
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id: 468938
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1521.2.a', 'level': 1521, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 25, 'sub_label': '507.2.a', 'sub_level': 507, 'sub_mult': 2, 'weight': 2}
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id: 468935
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1521.2.a', 'level': 1521, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 59, 'sub_label': '1521.2.a', 'sub_level': 1521, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '1521.2.a', 'level': 1521, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1502000
{'hecke_orbit_code': 33555953, 'n': 1, 'trace_an': 59}
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id: 1502001
{'hecke_orbit_code': 33555953, 'n': 2, 'trace_an': -1}
-
id: 1502002
{'hecke_orbit_code': 33555953, 'n': 3, 'trace_an': 0}
-
id: 1502003
{'hecke_orbit_code': 33555953, 'n': 4, 'trace_an': 55}
-
id: 1502004
{'hecke_orbit_code': 33555953, 'n': 5, 'trace_an': 2}
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id: 1502005
{'hecke_orbit_code': 33555953, 'n': 6, 'trace_an': 0}
-
id: 1502006
{'hecke_orbit_code': 33555953, 'n': 7, 'trace_an': 0}
-
id: 1502007
{'hecke_orbit_code': 33555953, 'n': 8, 'trace_an': -9}
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id: 1502008
{'hecke_orbit_code': 33555953, 'n': 9, 'trace_an': 0}
-
id: 1502009
{'hecke_orbit_code': 33555953, 'n': 10, 'trace_an': 2}
-
id: 1502010
{'hecke_orbit_code': 33555953, 'n': 11, 'trace_an': 0}
-
id: 1502011
{'hecke_orbit_code': 33555953, 'n': 12, 'trace_an': 0}
-
id: 1502012
{'hecke_orbit_code': 33555953, 'n': 13, 'trace_an': 0}
-
id: 1502013
{'hecke_orbit_code': 33555953, 'n': 14, 'trace_an': 18}
-
id: 1502014
{'hecke_orbit_code': 33555953, 'n': 15, 'trace_an': 0}
-
id: 1502015
{'hecke_orbit_code': 33555953, 'n': 16, 'trace_an': 47}
-
id: 1502016
{'hecke_orbit_code': 33555953, 'n': 17, 'trace_an': 8}
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id: 1502017
{'hecke_orbit_code': 33555953, 'n': 18, 'trace_an': 0}
-
id: 1502018
{'hecke_orbit_code': 33555953, 'n': 19, 'trace_an': -4}
-
id: 1502019
{'hecke_orbit_code': 33555953, 'n': 20, 'trace_an': 14}
-
id: 1502020
{'hecke_orbit_code': 33555953, 'n': 21, 'trace_an': 0}
-
id: 1502021
{'hecke_orbit_code': 33555953, 'n': 22, 'trace_an': 2}
-
id: 1502022
{'hecke_orbit_code': 33555953, 'n': 23, 'trace_an': -6}
-
id: 1502023
{'hecke_orbit_code': 33555953, 'n': 24, 'trace_an': 0}
-
id: 1502024
{'hecke_orbit_code': 33555953, 'n': 25, 'trace_an': 47}
-
id: 1502025
{'hecke_orbit_code': 33555953, 'n': 26, 'trace_an': 0}
-
id: 1502026
{'hecke_orbit_code': 33555953, 'n': 27, 'trace_an': 0}
-
id: 1502027
{'hecke_orbit_code': 33555953, 'n': 28, 'trace_an': 8}
-
id: 1502028
{'hecke_orbit_code': 33555953, 'n': 29, 'trace_an': -2}
-
id: 1502029
{'hecke_orbit_code': 33555953, 'n': 30, 'trace_an': 0}
-
id: 1502030
{'hecke_orbit_code': 33555953, 'n': 31, 'trace_an': 0}
-
id: 1502031
{'hecke_orbit_code': 33555953, 'n': 32, 'trace_an': 11}
-
id: 1502032
{'hecke_orbit_code': 33555953, 'n': 33, 'trace_an': 0}
-
id: 1502033
{'hecke_orbit_code': 33555953, 'n': 34, 'trace_an': 10}
-
id: 1502034
{'hecke_orbit_code': 33555953, 'n': 35, 'trace_an': -28}
-
id: 1502035
{'hecke_orbit_code': 33555953, 'n': 36, 'trace_an': 0}
-
id: 1502036
{'hecke_orbit_code': 33555953, 'n': 37, 'trace_an': 2}
-
id: 1502037
{'hecke_orbit_code': 33555953, 'n': 38, 'trace_an': -16}
-
id: 1502038
{'hecke_orbit_code': 33555953, 'n': 39, 'trace_an': 0}
-
id: 1502039
{'hecke_orbit_code': 33555953, 'n': 40, 'trace_an': -10}
-
id: 1502040
{'hecke_orbit_code': 33555953, 'n': 41, 'trace_an': 22}
-
id: 1502041
{'hecke_orbit_code': 33555953, 'n': 42, 'trace_an': 0}
-
id: 1502042
{'hecke_orbit_code': 33555953, 'n': 43, 'trace_an': -18}
-
id: 1502043
{'hecke_orbit_code': 33555953, 'n': 44, 'trace_an': -8}
-
id: 1502044
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