1CQAubpn3hjdLSvmzPlyb5Fo83VN6k4o+NjUoxPwTKazzJis24xuz1iKoWbDDwv6

qj+s2BKYqzyn0/f/Ner8uf29p05Z8aIKkW9WLnQ0cIc=

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1
2

gVa7avYaDvKXJSv/5TAe5fJRxZ4XxOtvcQ0SBwd+JcU5XVK7aKa+QrJGhYr9v91hq5w03WP0cg/CVUug23KrVrLDxsZ0HINl1UeyeqS5QWQ=

51

9.5(2)

gVa7avYaDvKXJSv/5TAe5fJRxZ4XxOtvcQ0SBwd+JcV0f2qUAh4spGhHaQ4KAVCiRKE/qgeIyAEy9ujE5ZTnT+ulUNYLcvnjFXEWi1ttVzKY0+E1BSniQsCRaawoN8gH

35

7(1)

gVa7avYaDvKXJSv/5TAe5fJRxZ4XxOtvcQ0SBwd+JcXuWtHS7KTvbe7HAzIaH0mjc70Q7bWr7kPPuHqbHZ/WzVNHOJpxnuRJ9lvYNb3yRkLta6KxSqS65mRbCsWT5NCs

30

10(1)

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21

0(0)

gVa7avYaDvKXJSv/5TAe5fJRxZ4XxOtvcQ0SBwd+JcXT3JREGZgAyxQ9WdtTxOIkJUrHFPCjuWaB3Y3/CSUrdUVJ2/kcjVitgxP0GMPULtHwYr0PmzNNGDYzXlfFQZ+4

28

0(0)

gVa7avYaDvKXJSv/5TAe5fJRxZ4XxOtvcQ0SBwd+JcU6fY6RujMD9SrROe/dT4+s3zvCbI5vv9Gw9thlW2+8zRXU6HxW0G1XETnYw8g57bw=

26

9(1)

gVa7avYaDvKXJSv/5TAe5fJRxZ4XxOtvcQ0SBwd+JcU6fY6RujMD9SrROe/dT4+ssy47vxs29UMgt/Whe1fv2mpx++BbTuFPZyBBLWMX6+4=

34

8(2)

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36

0(0)

gVa7avYaDvKXJSv/5TAe5fJRxZ4XxOtvcQ0SBwd+JcXRKtT92VH4uJ5bSJZRfWPAbDg6SSDyxgMND46Kaqi6xorxUmvc7fB/C1JtpAHu55h0wetJejzwDQiyjIdLqEm7

41

9(1)

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50

9(3)

gVa7avYaDvKXJSv/5TAe5fJRxZ4XxOtvcQ0SBwd+JcXY/pzoixW4AmFN53DWJ7pH9FKtGxjgl10OUn4n9I+TFQ==

51

8.5(4)

gVa7avYaDvKXJSv/5TAe5fJRxZ4XxOtvcQ0SBwd+JcXcZDdaIaqKYfnp1dxN5KbgtwGj0iQ46BUGICGJQQeQqZaRkRMAFw1k6n5reqfYZUE=

26

0(0)

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32

9(2)

gVa7avYaDvKXJSv/5TAe5fJRxZ4XxOtvcQ0SBwd+JcXU7cNVFX/lvDUEDWR9WgyVHa5s7NmcqyG0NB4tAIz6hZCF+TdYhmf+kWIpFHWwzWo=

56

10(1)

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29

10(1)

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1
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