skb+LHxl+7+fZo8QbETvBD8wDhnekmJbtHi8NvIUxkbrMgfrFlI/Mv3gPp8ANozM

Pw4NzTjeV+JdnZJam1HjxIgXMcisGRjWRarjahwkbkQ=

1
2
3
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CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvHMr6GfFMzMoANiXyZGkyUNKowq6E3MTV07bNPWMzXU7tE4lJlwB8Jv/Vl2bUn/yha2UqkY67LA7nFje1Q0FJHb

14

0(0)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvFH+pIe8KMACI0sXNbWA5gaiWBUFdSxBoPI0F1qPAYBEhHoDL1UFR/jOOIFz26MpJEd7PCFf5j11mFymXJqCDuwFOSfYGR4bv2pSh6fhIxByw==

7

0(0)

CBf3OG78eJR55C7k5uNeHLDpVBM6pXGxD4f0F2DhVnA=

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvEPhb4R0qbePLrrfViSsT2SEFaa3gNuKO5wbz16G0zrfDk1pIa8L3zjBTj8fIo0JZuY/Kgyw58+nNTVwJGA24xTMMSdh2t9d1Y30ZeECKntcmrYQJdgmwr2S/GReRuuA1QXayYWvN5/MkMBSIPZVNj1LZhS+UXDnozwK+qc9m/YP4W2v1yS+rT6E6SNBzNwFWUzdxchETQYXst/eO2zsEZXKnrXVc+wj/2x2CNG4PTMgm3WaXj88KHPeBuy4j3ndI4egsO8SaoE93TWuyhax4fG

6

0(0)

dKNvPME2awedCbJK+kBmGGDxwaHwJKV3Oz62AXoB8lahvzbzfyhu4pTIRSVhPQnuw37UmbGCCjUpWJELGsxSGl4ezBOXhx6L/64IQZyaXo0ArpzCaIkUfXaZ/p7YzOYr

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvEPhb4R0qbePLrrfViSsT2ScIsyjW12ZRjo8oJcNHVJLN3eM42wnVNhRXoA7seYOta16V5mOTtzwScZRQESQI0p4kgc4O3CPxEYfyqht67ZGJRgH195DfC1L2DcWwyABDf6mWL3sCuQLSAxtlcPKb+MQBvMY3hF7/dxjj6qpByJUMSNH0CAbcuPgExpB05yN8JnIdAaXGEH1KQiyNbV11JXnbwojl/OEUzPnlfB9Cj7zPoQ023Q1EXS254HiBN8M14=

13

0(0)

TQd4pyG3NgW7Gd2FsVDWH7FFl/bwr16e4Xoo7meSF2iqv/WPZosDYG9qLHvSb8d7r4BjsQpRsmpVQApt84qCZod8LpRPUCF+dnJMX7gRlPk=

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvEH1mfBsS7k7jbdhMZ95wK9b3qSzx2WP7u6Nchd2u802ksZT4+Xfl36B2fOd6qEMyc=

9

0(0)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvFS+zRvjW6T54IYc7ecQ6wtWHd1BJa0mz0jM3oJsMnbTv7DUoK6LAopVqj/xFr8wuk=

28

0(0)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvHhdMcCCIoE4IcDDAaUvw9x21/nNARtF6x/PcuBNpvySg==

6

0(0)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvG/HvcVa2ydFV9cYjCRz5yW2Flq9WtCgrQHTRDpXPPZsQ==

10

0(0)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvG/HvcVa2ydFV9cYjCRz5yW2Flq9WtCgrQHTRDpXPPZsQ==

10

10(1)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvG/HvcVa2ydFV9cYjCRz5yW2Flq9WtCgrQHTRDpXPPZsQ==

17

0(0)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvHhdMcCCIoE4IcDDAaUvw9x21/nNARtF6x/PcuBNpvySg==

28

9.5(2)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvEH1mfBsS7k7jbdhMZ95wK9vuVGA3HDDAUQP2Bh86WweA==

10

0(0)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvEH1mfBsS7k7jbdhMZ95wK9xMONNYTOdWuy4xauUoizpZa4ih9FN2K7rzAFdl4fMGE=

12

0(0)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvGjBAcR0Xhk4HfW0KiJTZ+hWxbY4ka7ZX0vpnY8ft6HCQ==

37

0(0)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvFS+zRvjW6T54IYc7ecQ6wtWHd1BJa0mz0jM3oJsMnbTv7DUoK6LAopVqj/xFr8wuk=

50

9.5(2)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvGjBAcR0Xhk4HfW0KiJTZ+hXe/574RkpbHMjgk4Ovh+kWN8eXTJ6DqZq47NNNzswCI=

70

9.8(5)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvGjBAcR0Xhk4HfW0KiJTZ+hWxbY4ka7ZX0vpnY8ft6HCQ==

49

9.5(2)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvGjBAcR0Xhk4HfW0KiJTZ+hWxbY4ka7ZX0vpnY8ft6HCQ==

69

10(5)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvGLTIK9+85ulny/bRvF3FfLUekSQW9XxJbXGwMCLhaD8kUXkCNM+G1flYgDJdNmB2I=

48

10(1)

CJkRAo0r+j7hbKDiCQkLOoIdcbEjbBzgGzGsaKkdXvGLTIK9+85ulny/bRvF3FfLUekSQW9XxJbXGwMCLhaD8kUXkCNM+G1flYgDJdNmB2I=

33

9.7(3)

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