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eutn49xKhKvGv/MeDrkldgsSS8DBMYnRnr16VF6oW4g=

1
2
>
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lBeb4hmAWXVHjMYmFYXOslzoUMkbYBE3rACzxIvOkRFnwtV7aDuBTSdOI/IgOxCCeydb0PmMyyTHMq48+ZwyuA==

9

0(0)

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21

0(0)

UCV4vGUwEtOkFrudd/vZYUZ6h7pA87cQrIUq5zarah/FkuZGpOvQpGl6pEA9yp/J2x16ja0v5XiHeXCQane6mwL/qLu98o3s1IX2cbHCdp0=

29

0(0)

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8

0(0)

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lBeb4hmAWXVHjMYmFYXOso0D9Hx3eE+P2II5q/KU11eohAZPq4tK+wveQatxe0TjCmRP2HPU/hy+GxlEkXY4q+F3zGgEJg62oplXIfRrmFtlG/S/lyMRqaXm9OOs/S/Gtw0GTUmdfrflYMjQdQDmp4LWTNEsbo26kpOsd64qdeY=

18

10(1)

lBeb4hmAWXVHjMYmFYXOsgDNUXjh7ho02BZmFXkbRiolAv4frfFYRgMm99u9FivE

24

0(0)

lBeb4hmAWXVHjMYmFYXOsgDNUXjh7ho02BZmFXkbRiqLvAEUfGuRvab5fZBzKzBA

25

10(1)

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36

10(1)

lBeb4hmAWXVHjMYmFYXOso0D9Hx3eE+P2II5q/KU11cZfJoKfY+rlJuQuBpYqZyA0X1O6V0BjIrLeAQASYLXa1FqSt7sw0hrA2wVmHrz4/0=

21

10(1)

lBeb4hmAWXVHjMYmFYXOso0D9Hx3eE+P2II5q/KU11cZfJoKfY+rlJuQuBpYqZyA0X1O6V0BjIrLeAQASYLXa1FqSt7sw0hrA2wVmHrz4/0=

22

9(1)

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14

10(1)

lBeb4hmAWXVHjMYmFYXOso0D9Hx3eE+P2II5q/KU11cZfJoKfY+rlJuQuBpYqZyA0X1O6V0BjIrLeAQASYLXa/+DjKZyr/e6+C9UpC6//qo=

28

10(1)

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22

9(3)

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26

9.8(4)

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38

9.5(2)

lBeb4hmAWXVHjMYmFYXOso0D9Hx3eE+P2II5q/KU11cZfJoKfY+rlJuQuBpYqZyA0X1O6V0BjIrLeAQASYLXa+W8lgCEND3RlO9GvqzEvsQ=

20

0(0)

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31

7.5(2)

lBeb4hmAWXVHjMYmFYXOso0D9Hx3eE+P2II5q/KU11cZfJoKfY+rlJuQuBpYqZyA0X1O6V0BjIrLeAQASYLXa+lsSlPjAEKWfQCdqMZ2TEg=

29

0(0)

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60

9.5(2)

lBeb4hmAWXVHjMYmFYXOso0D9Hx3eE+P2II5q/KU11cZfJoKfY+rlJuQuBpYqZyA0X1O6V0BjIrLeAQASYLXazLLzuLR6BnrFrLknCtp5A0=

73

9(3)

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