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Kn2Z3AKKaew8r7sBvY12iDJjhSXUfEMGH3n4vD4CGpK5msKqYnRKc7pkgH5Pxe16e4UixT5MwAV4/CvYkTKIZtae0qb8eyOey0Vbx2rokGCuR0hBc0n9NKku82YuYo44
1
0(0)
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5
0(0)
Kn2Z3AKKaew8r7sBvY12iDJjhSXUfEMGH3n4vD4CGpJ7gxQQu6dEXr9ROJE5kG/FeVGdf7CucVJCP8G1VgoSxg==
4
0(0)
Kn2Z3AKKaew8r7sBvY12iAJd4+QQM1jnQFVb1huyBMVqrU+hcJhtbS5QtH4ERoYEerTe9BpMYF1q4stLGzMI0KvI1HRRF7i2fK/PDQ/ZZiHI+YMTX5d/tPXJdWYms6p1
8
0(0)
Kn2Z3AKKaew8r7sBvY12iDJjhSXUfEMGH3n4vD4CGpLfl0zwgS9j/vCD37TvUf2dwc0xpTx2kN95T+RCxvhIcg==
5
10(1)
Kn2Z3AKKaew8r7sBvY12iDJjhSXUfEMGH3n4vD4CGpJseNoW7KRALOTnBEhClSHK0TbMkEcdS9674/ixmcdC2hCZEBptp1usCaPWiuD2WkE=
17
9.3(3)
Kn2Z3AKKaew8r7sBvY12iDJjhSXUfEMGH3n4vD4CGpJVq1nprepVvIGD1uBlGC58fDkmph849sA7/NBJ1ao3k83hWU6KUq9yuTTgW6jrZQY=
11
9.5(2)
Kn2Z3AKKaew8r7sBvY12iAJd4+QQM1jnQFVb1huyBMVqrU+hcJhtbS5QtH4ERoYEerTe9BpMYF1q4stLGzMI0Dxnkn0Xxp/544piPtY0YnQ=
13
5.5(2)
Kn2Z3AKKaew8r7sBvY12iAJd4+QQM1jnQFVb1huyBMVqrU+hcJhtbS5QtH4ERoYEerTe9BpMYF1q4stLGzMI0GhqXG47i29YDsmQ3idtEFM=
12
10(1)
Kn2Z3AKKaew8r7sBvY12iAJd4+QQM1jnQFVb1huyBMVqrU+hcJhtbS5QtH4ERoYEerTe9BpMYF1q4stLGzMI0BhEjAk1eTOvqqWtMOCO8Lc=
10
10(1)
Kn2Z3AKKaew8r7sBvY12iG7cpZjbyVInR5YBaEeK1XcHacyhqh4gqh/VKTFllX4m2BEi6eiOgAydf46vcHuVGWGkHQa8yXuS5NsTDkd80XE=
28
5(2)
Kn2Z3AKKaew8r7sBvY12iAJd4+QQM1jnQFVb1huyBMVqrU+hcJhtbS5QtH4ERoYEerTe9BpMYF1q4stLGzMI0EFMfWJp1JlP00NiBXq+xkw=
15
10(2)
Kn2Z3AKKaew8r7sBvY12iAJd4+QQM1jnQFVb1huyBMVqrU+hcJhtbS5QtH4ERoYEerTe9BpMYF1q4stLGzMI0FVncPh3UKhIoJq+GemmfYM=
19
9.5(2)
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24
9(1)
Kn2Z3AKKaew8r7sBvY12iAJd4+QQM1jnQFVb1huyBMVqrU+hcJhtbS5QtH4ERoYEerTe9BpMYF1q4stLGzMI0Dzyl57K4By+X1FnUKY+6PM=
17
9(1)
Kn2Z3AKKaew8r7sBvY12iAJd4+QQM1jnQFVb1huyBMVqrU+hcJhtbS5QtH4ERoYEerTe9BpMYF1q4stLGzMI0Ftxgz2FXTZsLIhf6TZRIvo=
20
8(1)
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16
0(0)
Kn2Z3AKKaew8r7sBvY12iAJd4+QQM1jnQFVb1huyBMVqrU+hcJhtbS5QtH4ERoYEerTe9BpMYF1q4stLGzMI0HD+4kmcGPGb2tYplS4sYMM=
18
9(3)
Kn2Z3AKKaew8r7sBvY12iDJjhSXUfEMGH3n4vD4CGpIWqLXz9eDYqTd8jcrzlyhKtW8jaC7BTU5yunl1MvWBh70Fw6J/g8zK2Xnh1x0aJaUFUKOWw14SpoKRZoi7IEwt
11
0(0)
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39
10(1)
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