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mf_newspaces • Show schema
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{'Nk2': 700, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.34934550884310167, 'char_conductor': 28, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 21, 'char_orbit_label': 'u', 'char_order': 6, 'char_parity': -1, 'char_values': [700, 6, [351, 477, 101], [3, 6, 2]], 'conrey_index': 51, 'cusp_dim': 4, 'dihedral_dim': 4, 'dim': 4, 'eis_dim': 24, 'eis_new_dim': 12, 'hecke_orbit_code': 1374406312636, 'hecke_orbit_dims': [4], 'label': '700.1.u', 'level': 700, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 28, 'mf_new_dim': 16, 'num_forms': 1, 'prim_orbit_index': 7, 'relative_dim': 2, 's4_dim': 0, 'sturm_bound': 120, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, 2, 0, -4, 0, 0, 0, 0, 0, 0, 0, -4, 0, -2, 0, 0, 0, 0, 2, 0, 0, -2, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 2, 0, 0, 2, 0, 0, 0, 0, 2, 0, -2, 0, 0, 0, 0, 2, 0, 0, -4, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 4, 0, 2, 0, 0, -2, 0, 0, 0, 0, 4, 0, 2, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -2, 0, 2, 0, 0, -4, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, -4, 0, 0, -2, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, -2, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, -2, 0, 4, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 4, 0, 4, 0, 0, 2, 0, 0, 0, 0, 4, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, -2, 0, -4, 0, 0, -8, 0, 0, 0, 0, -2, 0, 2, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, -2, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 4, 0, 0, 4, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, -2, 0, -4, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 4, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 8, 0, 0, -2, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, -4, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 2, 0, 2, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 8, 0, 0, 4, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 8, 0, 0, 0, 0, -2, 0, 0, 2, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 2, 0, 0, 0, 0, 2, 0, 0, 4, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 4, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 4, 0, -2, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -2, 0, 2, 0, 0, -4, 0, 0, 0, 0, 4, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, -4, 0, 0, 0, 0, 2, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -2, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, -2, 0, 2, 0, 0, 0, 0, -2, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 2, 0, 0, 4, 0, 0, 0, 0, 2, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, -2, 0, 0, 0, 0, 2, 0, 0, -2, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 4, 0, 4, 0, 0, 0, 0, 0, 0, 0, -8, 0, 2, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0], 'weight': 1, 'weight_parity': -1}
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mf_subspaces • Show schema
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{'char_orbit_index': 21, 'char_orbit_label': 'u', 'conrey_index': 51, 'conrey_indexes': [51, 151], 'label': '700.1.u', 'level': 700, 'sub_char_orbit_index': 21, 'sub_char_orbit_label': 'u', 'sub_conrey_index': 51, 'sub_conrey_indexes': [51, 151], 'sub_dim': 4, 'sub_label': '700.1.u', 'sub_level': 700, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 21, 'label': '700.1.u', 'level': 700, 'portrait': 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', 'weight': 1}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 152731000
{'hecke_orbit_code': 1374406312636, 'n': 1, 'trace_an': 4}
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id: 152731001
{'hecke_orbit_code': 1374406312636, 'n': 2, 'trace_an': 0}
-
id: 152731002
{'hecke_orbit_code': 1374406312636, 'n': 3, 'trace_an': 0}
-
id: 152731003
{'hecke_orbit_code': 1374406312636, 'n': 4, 'trace_an': 2}
-
id: 152731004
{'hecke_orbit_code': 1374406312636, 'n': 5, 'trace_an': 0}
-
id: 152731005
{'hecke_orbit_code': 1374406312636, 'n': 6, 'trace_an': -4}
-
id: 152731006
{'hecke_orbit_code': 1374406312636, 'n': 7, 'trace_an': 0}
-
id: 152731007
{'hecke_orbit_code': 1374406312636, 'n': 8, 'trace_an': 0}
-
id: 152731008
{'hecke_orbit_code': 1374406312636, 'n': 9, 'trace_an': 0}
-
id: 152731009
{'hecke_orbit_code': 1374406312636, 'n': 10, 'trace_an': 0}
-
id: 152731010
{'hecke_orbit_code': 1374406312636, 'n': 11, 'trace_an': 0}
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id: 152731011
{'hecke_orbit_code': 1374406312636, 'n': 12, 'trace_an': 0}
-
id: 152731012
{'hecke_orbit_code': 1374406312636, 'n': 13, 'trace_an': 0}
-
id: 152731013
{'hecke_orbit_code': 1374406312636, 'n': 14, 'trace_an': -4}
-
id: 152731014
{'hecke_orbit_code': 1374406312636, 'n': 15, 'trace_an': 0}
-
id: 152731015
{'hecke_orbit_code': 1374406312636, 'n': 16, 'trace_an': -2}
-
id: 152731016
{'hecke_orbit_code': 1374406312636, 'n': 17, 'trace_an': 0}
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id: 152731017
{'hecke_orbit_code': 1374406312636, 'n': 18, 'trace_an': 0}
-
id: 152731018
{'hecke_orbit_code': 1374406312636, 'n': 19, 'trace_an': 0}
-
id: 152731019
{'hecke_orbit_code': 1374406312636, 'n': 20, 'trace_an': 0}
-
id: 152731020
{'hecke_orbit_code': 1374406312636, 'n': 21, 'trace_an': 2}
-
id: 152731021
{'hecke_orbit_code': 1374406312636, 'n': 22, 'trace_an': 0}
-
id: 152731022
{'hecke_orbit_code': 1374406312636, 'n': 23, 'trace_an': 0}
-
id: 152731023
{'hecke_orbit_code': 1374406312636, 'n': 24, 'trace_an': -2}
-
id: 152731024
{'hecke_orbit_code': 1374406312636, 'n': 25, 'trace_an': 0}
-
id: 152731025
{'hecke_orbit_code': 1374406312636, 'n': 26, 'trace_an': 0}
-
id: 152731026
{'hecke_orbit_code': 1374406312636, 'n': 27, 'trace_an': 0}
-
id: 152731027
{'hecke_orbit_code': 1374406312636, 'n': 28, 'trace_an': 0}
-
id: 152731028
{'hecke_orbit_code': 1374406312636, 'n': 29, 'trace_an': 4}
-
id: 152731029
{'hecke_orbit_code': 1374406312636, 'n': 30, 'trace_an': 0}
-
id: 152731030
{'hecke_orbit_code': 1374406312636, 'n': 31, 'trace_an': 0}
-
id: 152731031
{'hecke_orbit_code': 1374406312636, 'n': 32, 'trace_an': 0}
-
id: 152731032
{'hecke_orbit_code': 1374406312636, 'n': 33, 'trace_an': 0}
-
id: 152731033
{'hecke_orbit_code': 1374406312636, 'n': 34, 'trace_an': 0}
-
id: 152731034
{'hecke_orbit_code': 1374406312636, 'n': 35, 'trace_an': 0}
-
id: 152731035
{'hecke_orbit_code': 1374406312636, 'n': 36, 'trace_an': 0}
-
id: 152731036
{'hecke_orbit_code': 1374406312636, 'n': 37, 'trace_an': 0}
-
id: 152731037
{'hecke_orbit_code': 1374406312636, 'n': 38, 'trace_an': 0}
-
id: 152731038
{'hecke_orbit_code': 1374406312636, 'n': 39, 'trace_an': 0}
-
id: 152731039
{'hecke_orbit_code': 1374406312636, 'n': 40, 'trace_an': 0}
-
id: 152731040
{'hecke_orbit_code': 1374406312636, 'n': 41, 'trace_an': -4}
-
id: 152731041
{'hecke_orbit_code': 1374406312636, 'n': 42, 'trace_an': 0}
-
id: 152731042
{'hecke_orbit_code': 1374406312636, 'n': 43, 'trace_an': 0}
-
id: 152731043
{'hecke_orbit_code': 1374406312636, 'n': 44, 'trace_an': 0}
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id: 152731044
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