NqaJXU47H7KLbIR2A5Teb01+v/GxTqHD4XgpD0fWrse7eNkldMYEtTVeSIUskVy5

Xy38QYoI2dBDF1/qkmlyYdLj58oXdDA1+NqEQvCQktM=

1
2
>
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27KDhXv2daYFGaxt5E4ngGfEfcdYZThGeQEoPDj4G305vD6GMbFGCGnHq1lrsbIfLRHR56PkdSE4nNBQpE2rqIVBA50Bp1GWso3YTRLRntt8ArkDGG+/7x6DDu/3z96O3/QaY00c0b95Cce7PAnn9dCkBR+Umi514RCrHP0CQUw=

6

10(1)

27KDhXv2daYFGaxt5E4ngM7d8NF3FxwPLbiKJr2vTqtxzMRXxju45NlwiHyaYanl1c0fen04woMrmJ7euL9WAw==

9

10(1)

vHC7zxGI1tuVHn6lpFnLRFU9oZGALbT5vp1uguPVR2efJ+Zu1nqKQALT0ExAPIs+TInaN56wqoawZwViWTryNxqnl27sI3SrF8j2m/z010E=

21

0(0)

DFRsA0dpsCjjEfiSKkM18Au2Vh19jYigyOXWkigVL5oaaYxAzqTBJBWaFDH4PvQJeLCGUXzEC+DW7BA4FfsUXZIoEzrfHPbCQXVgUzPYtmU=

29

0(0)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0PorqjWHfnMa1jfjTM3IhvmGEP+r8t0Hf2Xdk2xil/tuzXzaWflLRWiIxkzW/sR8woQdpFEP2BqSM7WisZHKNlHgmBwnowVnSKczP41rDuL35p/AieD8NWaDrr2djRfLr3rZl8D/zQ+yx3M6aezFqmFO6HD+xeZl1jbVsRRKHw0kw==

8

0(0)

uePUyUYiyaSt8Cp3Nxe8nGKrWdOFrxTLtw1hPfo2SaW5CbYGPlIgI9W9tynbXPcOUFD7jarh26ihhZZUH3UAxg==

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0PorqjWHfnMa1jfjTM3IhvmGEP+r8t0Hf2Xdk2xil/tuzXzaWflLRWiIxkzW/sR8wrh1MUsy/+3TUmL2OXRStYksr4F+cP9Lr9XGugV1JS/TasDEPYZRjpCQNZ1XSSY4lM=

18

10(2)

27KDhXv2daYFGaxt5E4ngFOKfXVBcHXQcL4rF1ERX8rfG0k9fEa6VvDBvFq0QuWK

24

10(1)

27KDhXv2daYFGaxt5E4ngFOKfXVBcHXQcL4rF1ERX8rBxy3zAjasNDUMbYcd267L

25

10(1)

27KDhXv2daYFGaxt5E4ngFOKfXVBcHXQcL4rF1ERX8rBxy3zAjasNDUMbYcd267L

36

10(1)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7UM1Q7kUbF9cvraKn2Qt83g=

21

10(1)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7UM1Q7kUbF9cvraKn2Qt83g=

22

9(1)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7TjY2nn1sR1/Gn/E9DXWnUA=

14

10(1)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7TjY2nn1sR1/Gn/E9DXWnUA=

28

10(1)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7Ub5Cmch2lzrl+se1CMX+EY=

22

9(3)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7Ub5Cmch2lzrl+se1CMX+EY=

26

9.8(4)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7cWa0xfY48DNc2jjhQQY8NQ=

38

9.5(2)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7cWa0xfY48DNc2jjhQQY8NQ=

20

0(0)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7R4uLhwc+ibeBLJiIh9GhKk=

31

7.5(2)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7WcQHL11+8QETwdCUY4hLx8=

29

0(0)

27KDhXv2daYFGaxt5E4ngM07wC7JAKU2HqVYhnxvc0NVjgLZivgvRAp3wk3w8gLx3KKd3Tfvg8tws5ofI0te7WcQHL11+8QETwdCUY4hLx8=

60

9.5(2)

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