1ntsi4eiaY0mJ7NHThqFE8C4BGdNCKTX/aNx2aNHRTUtxQAs8nWtbMw90qA7tUmy

Ug1QnZXowVkatHv8SKirDUaKYGhn1I8CMh1l27N7IoE=

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1
2

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR7r1OraCRmEdwj0F3iWS/MsErFfjhvjAypTgIRmk9QNP/9YEVlARbZ2hO5veWpHs1c=

51

9.5(2)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR65cnNfxAKXl4f9Ql7Kz9EuQ22NyxF4k1o3qjSnfckfg1E6nQ47X6vsoRr5aCBNiNui1h2hohZEn9g8PfHGEX2x

35

7(1)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR52iCt3v6LsHdwGL5Ze4/XG8ygsA5iGxr90oQYvPEgsLCDns3H4BgJCGDzJ5EYLe9FI2MvfTDSoFXTGacklOzpJ

30

10(1)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR5vxSyQvBXI0nfiBqVTJ9Yb9zAa82i44iyQWMUnb3rwV31mndLJCMWX9v2Iodd0/Ck=

21

0(0)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR55y038YOM9DQMu0lRezOB4iuMN9OCIN5kOu5lU0P5lPXrwrXDduEA4Obvx4TKC5QM7Iv/rA0FBD1fN0z1XE5Au

28

0(0)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR6hdcsKG/RMzPO6cP9mYOQUSSKPt55ngs/jetZI8tPLRSJ3BdwQTPh97BNzW5ckMEE=

26

9(1)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR6hdcsKG/RMzPO6cP9mYOQUgdBhe99mwpizkt63bTFLhlqBdh2iaHqNN9jEtxoUXuk=

34

8(2)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR5Ds2UDh7BjnlmhNv2YP510nUVUt9ZSs3aCXeHayKdeMKEOF4N7HEP2nltzGwIoZmA=

36

0(0)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR5BZK+ry39x20F5059rdZW6wXvLhvtp/AbwWoLKK2dgel56LNqEypoRf5azXfCO+hMiIII5FDQHIALA2w9rBvrz

41

9(1)

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50

9(3)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR725qNToQBKByyODyxGtCtkvEpOlDPswqdCkPcI65eFJw==

51

8.5(4)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR6KkaHoDP+njSR5Y+fAq3FWh/rCpfZJlqsxDWS5C4N8ks3dnE+7RZVejqSDppqgZ/U=

26

0(0)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR6KkaHoDP+njSR5Y+fAq3FWh/rCpfZJlqsxDWS5C4N8ks3dnE+7RZVejqSDppqgZ/U=

32

9(2)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR5alJJ39pwVinr47IievW844ZmyUhPiGiSi1WUA42eefySGwAt0B8F+kGVBYNxtWWE=

56

10(1)

2fNHgfTAV+C9AVq2d6LjgcS3RhLQzihJH02fA2B6IR5sPedz5+skhVJBBPM6+HBz1CjPi+42D+vZv17FOTqKRrk/6KtMZ5KauyUa6mH781w=

29

10(1)

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1
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