6Sg8yO7HM0toTfwNIe93qnL9GD7Sz96o1kknlD8k8nMRQwiJofG6zFDi9xRG+ZHP

mgYIuDlKP2w4OYdHy9YrQnkVzfFM6eXJzWXlwdnalY8=

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC3WNPMw28euVGwutLkHB2Uguz90Ef4S72a4Ejksza97Ys/+cxQD8sFdogYy3jwXskj87MEkUN2OwYUe6JoWNzdqzAKnVqQVGNxMBr8MoGKJlg==

9

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC2gobcyiw28QUVNsj2UrNeUCvRlQTDgFPNnIHueboji0ICE67twhAvCO8uvYqA4DQc=

5

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC2gobcyiw28QUVNsj2UrNeUCvRlQTDgFPNnIHueboji0ICE67twhAvCO8uvYqA4DQc=

10

9(1)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC2Vup9tqlU9TjnVFcCLXEUDP7LPGtd5L3TA1b+ZMT+uwg==

8

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC1KB1betL+8wwnBdA9I0TsOcyFwVsfZK/D4QkaMt62JYQZMSdB9YEUJYTfoaprpTz8=

11

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC34r2j34LI71I+kFDkmdqbgle17Hlm+k5Wf/IpU1GWk7qluFjmS26KoK/OcpddTCEI=

5

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC34r2j34LI71I+kFDkmdqbgle17Hlm+k5Wf/IpU1GWk7qluFjmS26KoK/OcpddTCEI=

0

10(1)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC2Vup9tqlU9TjnVFcCLXEUDP7LPGtd5L3TA1b+ZMT+uwg==

12

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC2Vup9tqlU9TjnVFcCLXEUDP7LPGtd5L3TA1b+ZMT+uwg==

9

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC2Vup9tqlU9TjnVFcCLXEUDP7LPGtd5L3TA1b+ZMT+uwg==

10

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC3Ug6S8Ce9q8YzqSXS1omQK1n3R8cKaKuVdlfFQx5l2ktSruxmQ6S5hQzzGBs2MTHY=

16

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC3DxAIwhf+fdQknko9tmDHg1iQrm8hekyvu8Tm0qFJwRfhlZt83p9XwAq+GHAmJa/4=

9

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC02tFk1yAxZXEmQC4DwojotXBHTTnMmaTKF7vhrFLwhGnL0uS+rLsqm8ZY66LtTKPGpfIZS8Of7uSTiLrI7+equ

33

9.3(4)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC02tFk1yAxZXEmQC4DwojotXBHTTnMmaTKF7vhrFLwhGtI0Tv0t0q2zyppc2ivEmLRdHCA+cbUUkkMQx9Fyt1tE

32

9(1)

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24

8(1)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC02tFk1yAxZXEmQC4DwojotGVfIyRDVZB7P4X4PSZ+HRwmYlpbTHRKEvos7cP+nbc2P1JFOemgYIC4stqIjO3dv

20

9(1)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC02tFk1yAxZXEmQC4Dwojot3C5j+2Duq3QaXw1aGthuwR0zNDWQsyf6XD6udD+vW3g=

23

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC02tFk1yAxZXEmQC4Dwojot3C5j+2Duq3QaXw1aGthuwR0zNDWQsyf6XD6udD+vW3g=

34

9.5(2)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC02tFk1yAxZXEmQC4DwojotX4ryNILeqsFJwTCf/cE7MInLzppXtvLaiCOFGJP2BOACWuQzcRZU6trVksMwQTlMOPaOnDPnr6kn3MGv5TWtTg==

61

9.3(7)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC3YBapb0o6xa33BY4XHVFQqysIOKZvLYfXpV8mdGNta2inw1e84t+xKrzZnKgT+kabWLYFtg/hKm0VO2VibiMRu

39

0(0)

KKyrgzBblQNWq/760lxsp3kZzh19C1C7y5/QNQhRwC1qN6Bbeg/pmvw2nEGqL0K/a1qrWMZ7GEifVmkvRBRe7RFdlWEAFl4n8npAYdokVArlZtmKESrf4eo7OlfdYgSrDM4Ocy2WbQAIcMVOgw2jquNZVISp4R7sUnyPdLUV2ew=

39

9.7(3)

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