5jDhMX61Mcl0M4rkvCo96baQ6KE/akM6nmOFbIZTxXxMvuoQIa3nDqemWvu6UwhX

QrC4/Gn4xNSykYIeloGd4BB88N52sa/2dgoX7cBPZPY=

1
2
3
>
>|

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zWbxVYl7uQ4Zx1u+eABJzzIbH7JMaB2lh2jgxFyI7rWPp+j4hEWGl0SiD2gFEmQz1kOzukswdM005n7h+fTnzzB

14

0(0)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zUd7Tu42dY8TXw3QoVFyC4XigMcRnGQr0U9UNLo4aSQqAkFwtHQglp8vhOhOOKA6Uhr27Rk/XrCKYjWdkJuy9oaDrGy30w+Ku1HXeXdNb1EpA==

9

0(0)

O8wCXSwIlAqivBZoDrib9e1ChIU7WoX05K6HhorwGvk=

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zU29RhzxOnXjebS69+HEvYKxhfDgX07mDeZ9oBxQ8Si2lwdAu2M92nVI1j7v7/BEs2Tn6ntIZPQ1rhU7n+I4GhDk4DYmNdhbdma8CLT4NLTTRBxiQASTutSRAxeTFDRRjHzXNt3wyogyvycpINGbsV37vwweCUi2KSgcxnDdznNijn/1djOC+r6TIBD8JnvAygqsNSUZSCmp/kL6mzAcLDaTjdVe8mxRejKiVEggaN9i45RCWxwXEgJhHsuMQ92ZDEWdIwiSM0lpN8Rc6vDqEQc

6

0(0)

2VvGq+0XFrD00UcHyiZx0ZYEl/RVprMz/hpPvWlV1LGCyxT+H7iLEIS7t7oNtnXX8vqMfSD+/1UeFT/D40KR5lbk+lx2ZUZJp4lkOFHlznBJQByVFkhpmcc/7qcakLI9

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zU29RhzxOnXjebS69+HEvYKJhFTutd9u8jXuNFtOHYNUPVCkuOKY619B4H/8W+2FzTeJDZ34+bBrUcyPZdm0u9WJrQwyyvssgmxO5b8KaYPuct9/bGJcE4sk1QV+4dckJdRgFd7IvvrsP6d8540IWW2Zai9l0lhs0DTFSfat2VZsvSjzK/Vj2UgpflmFty5XNc57AD5ocOZmvBY8DZ6oomlZbirb+CJ/FmmFQhCzSoDVx1asnWqewP2/8WqxkaC9pA=

13

0(0)

6uB8Bl9V+itx3DAtsDOlnamjkucJEmeU6E9FW0w6v8nESrJ4s/skt3S544VuB/vQ2B6W1dLW3lvIRBwmBgWhUoXjQ9Lx1vHQH2XjPAjMDkI=

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zXEQNQXQueCh808H2DGeH0dVMwcPzbZqeHdK+rtO6qOn7iSty3Z9vj5ODp0ZV9D/Lw=

9

0(0)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zWI7jewCwKzRXGWDWfuX9APCLkPedAIZVmKKrGzBeAcfB0v0guqiwP/Dxvc2sAvIro=

29

0(0)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zVaxB7rIzTZIsMDNXng42YMz9jcbZs9w+pZIowEJoDfww==

6

0(0)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zUI5nkYjA7Gi8HoMt8GBTGp6hRFl/bC+ssKPizQAK7BOQ==

10

0(0)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zUI5nkYjA7Gi8HoMt8GBTGp6hRFl/bC+ssKPizQAK7BOQ==

10

10(1)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zUI5nkYjA7Gi8HoMt8GBTGp6hRFl/bC+ssKPizQAK7BOQ==

17

0(0)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zVaxB7rIzTZIsMDNXng42YMz9jcbZs9w+pZIowEJoDfww==

28

9.5(2)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zXEQNQXQueCh808H2DGeH0d+f+LRJZATRhsb3vQBm8l8g==

10

0(0)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zXEQNQXQueCh808H2DGeH0dc5G095CgutDcpfQNXeydXMNRaAFTD7BEWrMWhlK9wKM=

12

0(0)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zUMtQKoZXyFTXag+EC3Wk1vfmyrYDA4p9KkZvLmUgP2kg==

38

0(0)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zWI7jewCwKzRXGWDWfuX9APCLkPedAIZVmKKrGzBeAcfB0v0guqiwP/Dxvc2sAvIro=

49

9.5(2)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zUMtQKoZXyFTXag+EC3Wk1vJmJkJuXs6DA6m9tgxMBTTszoxp0LVepGT54KLCl48mI=

71

9.8(5)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zUMtQKoZXyFTXag+EC3Wk1vfmyrYDA4p9KkZvLmUgP2kg==

49

9.5(2)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zUMtQKoZXyFTXag+EC3Wk1vfmyrYDA4p9KkZvLmUgP2kg==

69

10(5)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zV4pwWM2bZMl/8aX/of7TvXFijEYQoT7vcwo1s6o2hjTfBCAqCjPnL07P9eogGNh9A=

48

10(1)

B9LwuJPjx/e2Me+B8X+BYVLG21mw5gj4RuCgKh/G/zV4pwWM2bZMl/8aX/of7TvXFijEYQoT7vcwo1s6o2hjTfBCAqCjPnL07P9eogGNh9A=

33

9.7(3)

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2
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