8n8LXJTdq2j/wTeXg8WzrgBmbXCFlJWpUO6wV5ZiRjCQfnupbzhlu71aEDicil26

FR6yNwUdHzQemFCpexDp9RgevKMwazQPeurLyFTUqWk=

12MMjUYTxAM6p0m2+M0NX7ZxI303iBuKl3wMu98yxwMDaACKXhFTVSjZYcWWYnwAY0l2P7paP31Bbv3EVEVavDPcYlEeWFfM6iBO9EbjcLlua4ttxBfJs+028jDLT/WNR1AWywWb5IlDNXrRBxP0k3zZbTItfPtypvwKPXzF/yg=

52

9.5(2)

12MMjUYTxAM6p0m2+M0NX7ZxI303iBuKl3wMu98yxwNXz00ejew2zA3fYZELjb1bB5+qh27sfluVQ+c9XiQsOK4Qsgwoprmtqtpo4i9s1fM=

54

0(0)

12MMjUYTxAM6p0m2+M0NX7ZxI303iBuKl3wMu98yxwMccjkBew0xf6f2T6tMvD/M2xl6YAEAGfpbiIwca+yNre1pVZLm90lp+YT5vm/sekv++Qlu2w6p/Y0844T/nSmu

16

9(1)

12MMjUYTxAM6p0m2+M0NX7ZxI303iBuKl3wMu98yxwMccjkBew0xf6f2T6tMvD/M2xl6YAEAGfpbiIwca+yNre1pVZLm90lp+YT5vm/sekv++Qlu2w6p/Y0844T/nSmu

11

9(2)

12MMjUYTxAM6p0m2+M0NX7ZxI303iBuKl3wMu98yxwMccjkBew0xf6f2T6tMvD/M2xl6YAEAGfpbiIwca+yNrZo84k1SRob3ed+OUaX0FYM=

29

8(1)

12MMjUYTxAM6p0m2+M0NX7ZxI303iBuKl3wMu98yxwMDaACKXhFTVSjZYcWWYnwAY0l2P7paP31Bbv3EVEVavNzyNgyO2SYGq0zkA+rZatYhtjJYLuqpt2BzHfTVYmLQfntdKc7sADXh68bWTagR/4q2yeK2mUL9cd/pBx/NvaU=

110

9.3(4)

12MMjUYTxAM6p0m2+M0NX7ZxI303iBuKl3wMu98yxwMDaACKXhFTVSjZYcWWYnwAY0l2P7paP31Bbv3EVEVavGzlLH6+biSpETATmFxxOYxlEC82Z5mGrjFeA0OiKCIw0x9Mh56DsmuSq4lmNKvk+6HdfpnNhjrS/7qr5ZJbVrRcnt+lwgLsUWjXJsSxFDIg

145

9.7(3)

grBixpoBBf0YSS7RnuhGIPdy7KYM7jQKQJ9Yg8SqOWXHF0HGSX5ZNyggUckmZ0vta7hSpDF4bX6JZY++sedgutf/LDFIgN2JFRb9ID5YneBxs+GC7/TgWlOVyS14lyk8

34

9(1)

grBixpoBBf0YSS7RnuhGIPdy7KYM7jQKQJ9Yg8SqOWXIrjgm7K5U5d0OPh0iAIMPXx6965K5lv/+P4zZcKPX+HXoCToYVPTnS0rIJmJEDMJmEqlF8QMerDV7mvhscEAO

50

0(0)

12MMjUYTxAM6p0m2+M0NX7ZxI303iBuKl3wMu98yxwMDaACKXhFTVSjZYcWWYnwAY0l2P7paP31Bbv3EVEVavGzlLH6+biSpETATmFxxOYxlEC82Z5mGrjFeA0OiKCIw0x9Mh56DsmuSq4lmNKvk+6HdfpnNhjrS/7qr5ZJbVrRcnt+lwgLsUWjXJsSxFDIg

192

9.8(5)

grBixpoBBf0YSS7RnuhGIJpnmAwVJzTQlhy7d+s6cbZqhcvGQ2Njsh/9NJmuZnGFSdvtIZs7dA2ejAOMTdT31g0L+RxZn66GOu0B6w0iZUiHf9oMijoGquRgnCwahg0unuh3u/s1ErAMQIwYBWK4kIZu3PFUQ9JbjdPBjFBbShA=

51

10(3)

grBixpoBBf0YSS7RnuhGIPbF9VWcEzp7lCSzIreq+OuJ9S/Z1P7YSINtFAQapttYCiRA+tFgL3WA03B4NR4fgQ==

108

9(5)

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