drw0G45lW1CBVqj1ttagGeydBy+tCmpmikki0mf8EyD+zMXex8KcZfvd9WRivxzb

tRW8Xbt1t30JN92yM5I725cAddfh4uoxV09Eff7f6Dk=

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjRVCMxY+5QLrvMR2I92PuU2zktYNL7/4PkhQEL1bsl0IQ==

8

0(0)

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjRVCMxY+5QLrvMR2I92PuU2p4jYpf8HZAP2OsY82RM+Rg==

3

0(0)

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjSFZ5uOsY30DNCgyUoFmmijXEg2pZTKzzOijrhDc7EeU75a/qEIYhnsqxihNnc6WLZssk/QgoKsTSiTAS2qpu+r

9

0(0)

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6

0(0)

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjS5w65hb2QA1ZO0IP1tKVXH2tSGtVIll2IrJfNQVxLZwox6G64IfsIAsc0w+WSv9Uo=

7

0(0)

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjQ8YO+DMYSrQoDmc4AYQVmnhVKIuBfHvXO3YZMZpE55/lF4v0ce12Y+iLf5YIC6VGM=

31

10(1)

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjRNm9elPza1RzBocczp66Odm9HPrC2Yzi1uEG3HblswjYvrWoJU31RTX1Eeg1JP3Ps=

22

0(0)

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjTFxR4Vn3fQV33Ga6k/bFyK7JHcU+OK/cysvaOJYeqDEkdPWPZmRy7n6MEtPbvoiaE=

25

0(0)

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29

0(0)

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37

7.5(2)

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjRVCMxY+5QLrvMR2I92PuU2MfugXDGzc8ld1PZspRxyWA==

23

8(2)

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21

0(0)

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21

10(2)

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjRVCMxY+5QLrvMR2I92PuU2UETodTVO9UWY9yV8BNcstg==

22

10(1)

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjRVCMxY+5QLrvMR2I92PuU2UETodTVO9UWY9yV8BNcstg==

27

0(0)

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46

7.7(3)

vEvHNd8DFDX9jlmDIw2V7nFk6poXF73B7XS4KkptMjQzPfQbIneeaE0b4KPpKOAOJ0KLFNcquBdGF5HgZQTzYKki8tSvPdrsrxBlT5zQOZTIg573egT38skFCmSoXr48q5syxukC9xxza8CDspXvLg==

18

10(1)

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