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Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXFwfWzOEB9A7S9UfomScUMu/G3gRVo6sEc0cxKXzKA9vVFiOgDxh055kauXO+vmEbk=
16
0(0)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXFZqZjmpJ7A9Tr1JO80hiPwB2bhhb3dKSTDXakdvvdDGel/IbvBRMC9ssV80wPSFG4yldmY8c731uhYtsRcwecT
26
10(1)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXFZqZjmpJ7A9Tr1JO80hiPwr0DcHWlnYkNgjX1dzp0OnCzkuR+Tt5h+XFsOOebCGs0=
15
10(1)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXFZqZjmpJ7A9Tr1JO80hiPwiK6pLNNpGhUyGLhtq+sCU4bl8r/ZQnEJbIDE7zob5BSjRy038ND4VUebgmH3bY9W
69
9.5(2)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXFwfWzOEB9A7S9UfomScUMu/G3gRVo6sEc0cxKXzKA9vVFiOgDxh055kauXO+vmEbk=
6
7(1)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXHlLb+NvhU4oUAGL9wnEc9demEGfqBbq+Um0Ns5kfHgfuilhsRqZcT4tFfL9RJLjbY=
17
0(0)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXHlLb+NvhU4oUAGL9wnEc9demEGfqBbq+Um0Ns5kfHgfuilhsRqZcT4tFfL9RJLjbY=
14
9.7(3)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXFwfWzOEB9A7S9UfomScUMu/G3gRVo6sEc0cxKXzKA9vVFiOgDxh055kauXO+vmEbk=
7
9.8(4)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXFZqZjmpJ7A9Tr1JO80hiPwIVnlWqZt4NJzqiIQR1JDSUOkGlfSNieVBNpqS3cS0aO5H9tzk0burWUwqmUu9/VV
17
0(0)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXGcy2xodbGhASNA7RcgWAtnbhCTCGXhnrIot6aHLZGJ8g==
11
0(0)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXFZqZjmpJ7A9Tr1JO80hiPwMA0SEEWiToivsVFAlTK67w7sgIP7XWQHuvClbQbIWMs=
14
0(0)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXHtpNfW8b3Cojux/Wpg1kBqt+f2Btfsr/bRv2rKjPQ3PPJD4+viHKSGTCNPKglSRmRDztcZ0vzh6+7QkX0d0j0K
52
9(4)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXFZqZjmpJ7A9Tr1JO80hiPwpOAfnuKVZZ7QudWMp2qyYvyON2tAA7VV8HX1F/JTzjk=
22
9(2)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXHlLb+NvhU4oUAGL9wnEc9demEGfqBbq+Um0Ns5kfHgfuilhsRqZcT4tFfL9RJLjbY=
26
10(2)
Ks25ioMmxEb6GI/T9KeULzza9JBd9S5FFnoyiDRWFXFfe9LfND16Orw1KUtUYWcbB/NNRxy6SLmsHxo9CxhoohEOj/XBcz5tc1bc6yJfyE0=
25
8(2)
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