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6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS15tXgA2ObIHTLl3A4WbqsXkltzgVg0+aKPrsQ8ZH+KyO54LYPTab3gjGQFAEfiMkEt7982p/iLzB+CMy4QXZrCjpZdpjJrFuGSuzIEJxAQQGW8InFXPyYX+kWVjdZgIYaaxtMyxtcs4Vfv/qX5NFN5avzPJvKrMjPaMvrSSsW9QWFi+xzDKwBy6e5m1nUl8QkBqiA/NA7u1dh6Js2IgJdkq
54
10(2)
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37
8(1)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS153DcO+GKNdpiwilR5K2g+Ej0tRSUZyH3ElPw/ZVeLu9BcMuB9HZH4FUzOZn14cseKKQY8Au02mapdc/y+bR3C1Pey+SA2ZT6MbY7ExQl3JtdB9CdwPETPeEKqgTyVYP8c2IdVSQsoyhmi74eFxWqMgzQCV+IROoGCHKBpQdmeJXwspFf1brJpmqq1oZfxozA0=
18
0(0)
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22
8(1)
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39
8(1)
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66
10(2)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS17+jqLhyAWWqu8zDMmGLit1t/PFmMAlH9wOWjoAdFT54DwDfs895NYIvzHp1PU+cOgfbB2Mn/q+cISoWQ2uQg/WxAAG811KqnTUAJAwaldw35usDkvJhiCHSmsTtEnV2vJAnDEschImiCBE2WchBDNV
32
8(1)
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62
9(2)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS141LO82R/7lrcfJLUuc/2fKbDW9w96VdUufB8YBwFvJhwAn+z71oZI/ZSLXku20a7N1BySoHdVy/fBk3qF36uX30UfnEG2kHT2XQBorDM6GUT3tTfZHj8Ci3AR0ikFUTvzSx+q19MFr+KHzo8sbu2/GWWRByruYcwDhe+WSnE4Z4ZaSJ7iyetY1MWyWU1hTZ9FroI9ngds3FozfV9MtsTT7
37
8(1)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS15+ZdP/ngetxM8JlpH+BWna4dBuYSoKr+H8SAyq7OxQmCpFzoOWZ8EQF0gvMgmaDzruhjvyE42XkAmrJjxCOciRHbEGe2gqE6PtrHoVHGmTGaMwQQPFiSyEo6l4L1dcflXWbSVoMtbrG4II82R9pYwbm5SSim4xkIfqQ0LVLShKdzZOIL44EHagGHzsSmHciRM=
27
9(1)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS15+ZdP/ngetxM8JlpH+BWnaqOqZbDGEknII0D9JN32HfejcjY1rxwi3yR1OVyKJ2Lmahibb9l1riS4f21GGH+zZqlwa3UC8hk1aUFLJe+zm+HixLe/uDA46Xvlz+BCC4SBhx9qG7S07CjwRQrlBpzCdsuiTqbmyi73D07ZTHff/uB6D3cUvZH4N1Efn60kYz/c=
32
9(1)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS17SooU4P29txNjTXVNUlq4BhrxVDHfaB7E751RO9ezLDzcFRY5ZhO+xjnWz6617u3M9dToPLuZBb4MfT+6Xqt5rh2fW1ri9OD8a8k6NcdEZcg==
30
8(1)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS17SooU4P29txNjTXVNUlq4B4kJ+4fQFFA//9Lie5/4C9uNW3GKxSYdlx3dGs76iurYQ9NdSGULzgD9J+q58In36GwAgJrZIe7vs3Z4m3N+Pxw==
18
8(1)
6xtHtxB2cOam5hn7QFuCY7o8mxQ490ptP9yVloWgJ6j1JvWiACAId52bPMARkcDH0Rms9gwIOodmo5BxNaM2ow79xT0BQ67/iR1nQbw5hpvZQdV7e9c744c/nZmKEyQBMaFwAwDwzjh/PHFjvTGorSBFJ0iBWqSRt75bQiaLhY1dX8oKsxcqVXCF7Q73a+Bsu7xbn8sxhxeiN8SnAO2yFg==
20
0(0)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS15exT4YVTT+nyvKk1Ye8DwWrCW20oBWVoazEFgRiUl30Yu8tHZU+t+IsNsht8R2Nzt3/dAdUMw8qVqmMdoKd9G8oNE0suClsszBsZ+2fuSLY3lAM3fE4yyH3tHT+ooj6vx7CkG8aQNdWpaaOhsmhitUFTikIBgVuogAgawnHPOwziIYWNYlVQwZlI+vDGpXN3A=
79
7.3(4)
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83
9.5(2)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS141LO82R/7lrcfJLUuc/2fKjSSTklmbb4yrViVivvAfaVrxHFu7NsBJXXcs65YGVY0ywKjEOHAnrR06z5RgxiWyNXrbdEGmwytJZtx7X4bNgZM8UMKSOSVlQvOzZAhmgLMUV19Dsuxj/67zw2ckWeKr6IIl3HEg3GrRAm/l7nNLXourBly411XQAxOTZ0hvgPJWKgz60kW2SyErYYudN7WZ
34
8(1)
6xtHtxB2cOam5hn7QFuCY4Rp8rssWwDagxfvisPXNz6XFn8KWz4vHUNiTna2Z1JUCIGUPPflQFlH7Ui85ZfQDsh9/PPxjPkycp/yahfvVsbbGW7utbJvhGdd+vA53TZ+nJUxfbLjcGTuCYN3loDHZhRrX0gFyYWTPM4Rh7bcTyY=
81
9.5(2)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS15+ZdP/ngetxM8JlpH+BWnanU/lnezVNGx5d4xwYzlo/OpTRbY9gq2uM6UdXSilcCXVO3JS/85WH8HiHb2WJQDuz0rpkV0QZMBmwY+8pD39/1LWVkOgZwlazDumzTHR4vgshUPc4E61pR+zo/Ndd1bTqDjQLkdBzL7tMHVpkEwaJb4e5jbCCrHyg8GrfAx6/xBX7k8A1m64DUIKkR4QDRYw
139
10(1)
6xtHtxB2cOam5hn7QFuCY+dp/JtBEEylkgKvrzOnS15+ZdP/ngetxM8JlpH+BWnanU/lnezVNGx5d4xwYzlo/OpTRbY9gq2uM6UdXSilcCW3AycsVu5XclTid0QC9IaqMZFG91uhQEJMh3SY6o2SnxaYKBfjSkXUYlegqPEkrsZzR0W2/Iaq3VBqSQXQ+jGvUaG+NwUb1syEwJggViQi3O+nf5ZRUOIt9RxwiBYtGjo=
16
0(0)
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