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MjFNNMibJN9Nx/F/e1tJBkkwhr4OU/x1TOHiErkbvclLPT1jjR4+n2UxofYdVamDc7gvNWDDAHqwBGWRzlxYmg==
69
9.7(3)
MjFNNMibJN9Nx/F/e1tJBi7ja35MxAOSFIBgIMDaDJlShrfmzBb8Nn11ekIVsnmP
44
10(2)
D/ZJaeOwO6UyPVUkH4JfDP/NzZJtS39723g+YLRyErpJPxZNlVqQTKs24Qj2X3xy
41
10(1)
hybVzHbDWaCPcKcL/1fY04smgk1BPOX8Us9t08yldkc1RFza5/EAEM/rBRijxtD4carZYYhxvNkGOBiBOmGhr7mCDLKg+tH0aRZhtc0luVVTM6tlG6gVUsihQiaNJZzA
42
9(1)
hybVzHbDWaCPcKcL/1fY04smgk1BPOX8Us9t08yldkc1RFza5/EAEM/rBRijxtD4carZYYhxvNkGOBiBOmGhr1Aokz263A/5ODV0C0np/rA=
43
0(0)
hybVzHbDWaCPcKcL/1fY04smgk1BPOX8Us9t08yldkdHVuZAEx5Wu6QfcxxFu2Ks0xAYyef/1nEe2xO+L29xj4GSE/TWKZMvKW983TtzB/s=
43
0(0)
hybVzHbDWaCPcKcL/1fY04smgk1BPOX8Us9t08yldkc1RFza5/EAEM/rBRijxtD4carZYYhxvNkGOBiBOmGhrz6zJTMizxwhq41hSzO8TCk=
61
9.3(3)
7clzaMczBeOoS4DJzjPf5iLQ8XXJT3K6hftBw0TNRvHM2G1XhiSmoB7Yvr4r4SObqo8IeotASVp3+G/r964NLSKB/1sdtCQtYld7/QgK3Pi6YeWw0jcNUf4UFfM1GZ08
59
10(1)
hybVzHbDWaCPcKcL/1fY04smgk1BPOX8Us9t08yldkc1RFza5/EAEM/rBRijxtD4carZYYhxvNkGOBiBOmGhr/Sbf7tH7wkvYsv0eK2ETHg=
47
9(1)
VvaX4NxLJwu001YQNlOwmWIOE2bZ/fE6a7jUDKdIdribPkD6LwqFNb03WjhwCKWBe9m8xjH8OL6vWCLDcg489kFWW2CEBkDnOm/uRQy65iQ=
98
9(2)
hybVzHbDWaCPcKcL/1fY04smgk1BPOX8Us9t08yldkc1RFza5/EAEM/rBRijxtD4carZYYhxvNkGOBiBOmGhrxgy/lL+zeaTtzSwHpVOPwY=
57
10(2)
hybVzHbDWaCPcKcL/1fY0xAMiiHtoANvV9cxHMc+xb4=
55
0(0)
hybVzHbDWaCPcKcL/1fY0xAMiiHtoANvV9cxHMc+xb4=
38
0(0)
hybVzHbDWaCPcKcL/1fY0xAMiiHtoANvV9cxHMc+xb4=
51
0(0)
hybVzHbDWaCPcKcL/1fY0xAMiiHtoANvV9cxHMc+xb4=
41
9(1)
hybVzHbDWaCPcKcL/1fY0xAMiiHtoANvV9cxHMc+xb4=
93
0(0)
hybVzHbDWaCPcKcL/1fY0xAMiiHtoANvV9cxHMc+xb4=
75
10(2)
hybVzHbDWaCPcKcL/1fY0xAMiiHtoANvV9cxHMc+xb4=
51
9(1)
hybVzHbDWaCPcKcL/1fY0xAMiiHtoANvV9cxHMc+xb4=
43
8(1)
hybVzHbDWaCPcKcL/1fY0xAMiiHtoANvV9cxHMc+xb4=
47
0(0)
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