XFRXR6yN3fvWX8Mbp268eqUd2UHd5buEns5OC6TFdi/jjbYmKcomPyVSOPUFJ62q

MKHjVAxabW06UrWpZz0YCYBIBbh2TNwEp6tqX08b2OE=

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1
2

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCxbLVbGDO46zMxRHZ4YVhYk1EPUYKv9G0d5T4ORkfSGiifBszxjglq+4PTFPQEB3GU=

52

9.5(2)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCys19V4TrWoWAQUMEeV/RNIVMQp1zceT76Rt/LKXu3XUZXYbrYxXsXE+0Tn+i9ODrLtTAsjP3vhy3QIFy7Qyqd2

36

7(1)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCy8D0sKF4PrXjrzl8I7lKrGScTJ+iwcsMr5FfEYpRcWwey1JIu6FfPVS0zNWloIpKg4t0nIIOnOJRtJg0sZNJN9

31

10(1)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCxL8qYUGFN641doA1FMXdSvhFp1We0T8EwbbmMGF3K0P80ZthHbu2cmFBql34puJzk=

22

0(0)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCwy7C3Pice9iyLZzxVKKm1ecTS9mBsmGOx5T5aPDhDx4Q1ELFFsJt8XMBT0cGWqW9pjAME5sEJGP0LnZ1JYv+kK

29

0(0)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCwQxbKfMOQuOZmS3WuelpeHbCVsCiXBedTSTUUu6ovwG76/P7psytUUBkSHd6i1trE=

27

9(1)

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35

8(2)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCyiPFZczD8NA5wGNjYS9eXrWs3srwPJE7gPB9VCHJ6HUlNCPdGFLkKdfm1sDnWPCFk=

37

0(0)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCwYcMq+CpXfSUl+YoWrm7lXd2tcZ+TDiP0FJExPgT1rD4cIPHWGIl6v9CBPbkflG9PIKITmlVM0tFZg/BL5d/8Z

42

9(1)

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51

9(3)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCzZ+abYGvP+B/iMbt48Kkd3+PD5IL7ba0eYnWEEsHJqyA==

52

8.5(4)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCzOag+VW6jFXnBFdnpm54nyu+9DAUCCP+1C8q8151bE5+1T7g6u3ixznqI4CXobBxU=

27

0(0)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCzOag+VW6jFXnBFdnpm54nyu+9DAUCCP+1C8q8151bE5+1T7g6u3ixznqI4CXobBxU=

32

9(2)

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57

10(1)

LJLX4SRkMNGrgr/B8JvLTz5W9ebT9dapPUnNn/+PdCxd5MzksmwQ7TrKfqtv1xA+58fY8Pt11hNgXewL6OVAa4MQuq1DKm3OS+dkf7E9pvs=

29

10(1)

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1
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