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3
0(0)
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15
9(1)
IQX03vZByRPVMVtIEq1Q5eUcQ5oSrRWFSHzNYVILe0s1IZgIVHb9fUr4RD7VtujBzszJizLVH5OSfUHNNyqFUpK76PlLAPIU3sJorkYzgBhIbkO69LZNOh3gYM5C9aR4
4
9(1)
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4
0(0)
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36
9(1)
IQX03vZByRPVMVtIEq1Q5eUcQ5oSrRWFSHzNYVILe0s1IZgIVHb9fUr4RD7VtujBDuZeV2sRgNqLFJp8e2j9FrsZHUHof0mbtMUFak+wqsQ=
4
0(0)
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11
10(1)
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17
10(2)
IQX03vZByRPVMVtIEq1Q5eUcQ5oSrRWFSHzNYVILe0s1IZgIVHb9fUr4RD7VtujBjiQv9qr3fQK987jw72EeUJJftcdjWR4aMfz4j8ZthYfAsqInyeMuezzyfl7bUqhvKfcIJyczHlsSzFTxalPiNsV74j4HsW5EJYlzVpzZmr9RNqndalCHUDPPeR/2FyTL
24
9(1)
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5
0(0)
IQX03vZByRPVMVtIEq1Q5eUcQ5oSrRWFSHzNYVILe0s1IZgIVHb9fUr4RD7VtujBtuJ9C0hvJlcxixr5f4/hyyDaJOsryU9tAtKcKzBY5L4=
12
9(1)
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8
8(1)
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26
9(1)
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17
10(1)
IQX03vZByRPVMVtIEq1Q5eUcQ5oSrRWFSHzNYVILe0s1IZgIVHb9fUr4RD7VtujBou882sQpw4lKk0Raibg150QdlHB+0ONxlqHb6T73/xr7JHjvGUYRA0z7PxfdulA6qCZLn/FtUQSh2qzpQGdJ5Q==
15
9(1)
IQX03vZByRPVMVtIEq1Q5eUcQ5oSrRWFSHzNYVILe0s1IZgIVHb9fUr4RD7VtujB5xytm/IEw6gK8jU1fUAeLqMHDiIxPpbumSSOa8JeJSzl8TdRfVEFhAT0iDD0zHwQ
52
9(2)
IQX03vZByRPVMVtIEq1Q5eUcQ5oSrRWFSHzNYVILe0s1IZgIVHb9fUr4RD7VtujBfgjuIpImzrgBIOAV3BKxF8lJb7Z7z28Zr1hwPrq2uUpF8cZD5HKq6c/648laZZFg
14
0(0)
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28
0(0)
IQX03vZByRPVMVtIEq1Q5eUcQ5oSrRWFSHzNYVILe0s1IZgIVHb9fUr4RD7VtujBxcOJgbYiXbti5YU8fefQTi6fof9LH97EyGiyRdYVTHzCrR/gloLlq9uSA/bhBV3y
27
10(2)
IQX03vZByRPVMVtIEq1Q5eUcQ5oSrRWFSHzNYVILe0s1IZgIVHb9fUr4RD7VtujBIWmZPnvXLBxmlGkhKxaUZS+XACYhVkpkZvKNFSJKRhcoSwPSHJm5DRLvv5XTflN+
76
9.7(3)
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