0t6WMd1YgWnDw0mOPMZUGOr+4Vflkj17CRMiHnl+1yVmsLmr+9DbJ/bL1mECgqUK

GvVX3qphrm0f9RNRuyl3N96R/cAxqGfZgSxlLDAEaZU=

1
2
>
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fZL+WDH0okelTjeGe8fDml6FfdrluCgNsYtow9njXGkLi/3W0UpIQ+FCB3V0/h8kvpUnMt+IC204mnAAdVh4xg==

8

0(0)

W/ZfzFMlEME5+3cyfmKimpbNZrCiupwNRz+ua/7kJqG0fGQoyDRk4C4mGKTEdJzFkoaEAIP0qpxnym+lq/IYj5QVaMf6umrG114tD2ra8RQ=

21

0(0)

iFqcORgB/I8AvYuLwIOD65hUEhWnybhS+XWjQlR20GIsZx5cI4OBu+0i9DlRQnsjbBQ+vMVUGKwFuiUTSK/1XjqH4i8xHpLoVzYOEbtFFaQ=

29

0(0)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7Nl9xLMmsBUCJkp8SzTCk+hzLl7Buh97UOY87+6yettpCiA4EXfQqVVU3Bs/Quhnv2r6E/Dgm63YiGQFILkxuP8gA7lHn6B/9eLYwlCStGHod8HYUYsDH2xMekB8sGQQT+DjeG+WraZnr1mWSqejwJTXV000nPNWomD7Ukp+0HTDA==

7

0(0)

/3RTERFjEvYkDSujjrMNpDTQzzLVh7E3dLsbCf14gaY28f8piRBRqbxDn4kmsQtx7q6B2HZEYIXn4ZKmd1fuoA==

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7Nl9xLMmsBUCJkp8SzTCk+hzLl7Buh97UOY87+6yettpCiA4EXfQqVVU3Bs/Quhnv2yI75XTHIXHhyBjZtlJhv1ky5bgHq+d8qRAXPmkkgzo9BSfSZ9sN0L5TWN+PvzVi0=

18

10(1)

fZL+WDH0okelTjeGe8fDmjT1pICzsoDg0aHtcI5zlnJOV/Z9JKvJFqgdoH7dAcwE

24

0(0)

fZL+WDH0okelTjeGe8fDmjT1pICzsoDg0aHtcI5zlnI6ibahQ3T4KW/uyyhkGemu

25

10(1)

fZL+WDH0okelTjeGe8fDmjT1pICzsoDg0aHtcI5zlnI6ibahQ3T4KW/uyyhkGemu

36

10(1)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4A2V3mtHUpfCb1iLDGQAOz5k=

21

10(1)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4A2V3mtHUpfCb1iLDGQAOz5k=

22

9(1)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4A2UKjLbmpdnbTdn2Gyt4yUE=

14

10(1)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4A2UKjLbmpdnbTdn2Gyt4yUE=

28

10(1)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4A1BXEyP0X43lTfJSVS6HTBs=

22

9(3)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4A1BXEyP0X43lTfJSVS6HTBs=

26

9.8(4)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4A9OZfmXkw0Rw7t/udbAbzoM=

38

9.5(2)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4A9OZfmXkw0Rw7t/udbAbzoM=

20

0(0)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4A+0ZN9UKX26qZdB4p9rC7HQ=

31

7.5(2)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4Aw8ZIc0veBfU3YuRaFEYqlw=

29

0(0)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4Aw8ZIc0veBfU3YuRaFEYqlw=

60

9.5(2)

fZL+WDH0okelTjeGe8fDmpY15sPsbc31RfTi0D5VW7MYb5v0hoyhjXlmsQbrbFOyOOtLqHQm8pd7a6roifC4A+0ZN9UKX26qZdB4p9rC7HQ=

73

9(3)

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2
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