j8W1sr3/P/ETuVFPJc1lbmt2rg8UU/WYt7sxt3gql44qau0OaXp22GagztgHJlji

4S3+n3Ep5OscseIDWBIUFb/x2fdCpe7YE0w+KFcecqE=

1
2
3
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BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AVgdYo1SQT6r2iZSjMIn8l+jzK7nKyMD226RNB0pZg2waj9zPDuuBLm9XWjYYxVEjw=

4

0(0)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AVgdYo1SQT6r2iZSjMIn8l+jzK7nKyMD226RNB0pZg2wfhj/r3tZk4ToyD3OxxdfANh/aZQeJwMstjXtUuyBxN3lzklcBjIsQ4HhGAG/p6rNQ==

13

10(1)

zGsHsKpovcRFfBuh8P6p5pmQbbI9XjWmHXT7SSvFKNlhrCceh6VgjcTjHgEkKz+a

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AVgdYo1SQT6r2iZSjMIn8l+jzK7nKyMD226RNB0pZg2waj9zPDuuBLm9XWjYYxVEjw=

4

0(0)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AXkXrLCx0wx6GJdOVhTqBjO1oG6q9SY09SgXzb8YGBacw==

13

0(0)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AXkXrLCx0wx6GJdOVhTqBjO1oG6q9SY09SgXzb8YGBacw==

21

10(1)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AV7my+LS2kdHUF4TxmreL4iMAzSLY8OVoVSABrAYMb7Bm6MbhY60p7OL7lXxdAdHmk=

12

10(1)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AX7H/E8NJjIq2iBngwpD+cVacxBIIZ0TASuRdXKL+Bw5/eVM7G2ZPCkNNhD4IgvwKne5p181bgD5mP67ojkUWURXAiH80AMK10iL1F0oXTfGA==

117

10(3)

2Em7eI6UIjQ0U/9fHsia1nBn7Q3CSliwSJsTHXTlOzek+1D9x1qIVB6riLwsgvM59/BKua1KUfBZJPmpBATKYAIWz97E+EHXq6L8cWDI3L79IuliNXLgSrqlrYzSN1vBfIxZFKytu1J7ZUP36K1k8mWe2L1+Q/Nc+ex0YkLuO4a0yC2haGikBO0pi2kn8YRt0f+2zwDo/2k06eHR4AZLBg==

52

0(0)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AXkXrLCx0wx6GJdOVhTqBjO1oG6q9SY09SgXzb8YGBacw==

20

0(0)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AXkXrLCx0wx6GJdOVhTqBjO1oG6q9SY09SgXzb8YGBacw==

6

0(0)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AXkXrLCx0wx6GJdOVhTqBjO1oG6q9SY09SgXzb8YGBacw==

22

10(1)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AXkXrLCx0wx6GJdOVhTqBjO1oG6q9SY09SgXzb8YGBacw==

35

10(1)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AV7my+LS2kdHUF4TxmreL4iilUSTaxncDHQUT72MRWbQfu4o/GMNTNT7Pc2S1186Os=

30

0(0)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AU0aue+WRcRa5b3cUzMJ/FLPO3OIqSWdoGDla1M70ohHMkk3s5dBK/OzrDuM4OjF+g=

38

0(0)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AU0aue+WRcRa5b3cUzMJ/FLPO3OIqSWdoGDla1M70ohHMkk3s5dBK/OzrDuM4OjF+g=

11

9(2)

fKCNf0q6ltvh1/vfStc7Tiz8k/8a98veDajxL+Sp3qNli2GznaRDmxapJZAfOWy6

56

0(0)

2Em7eI6UIjQ0U/9fHsia1nBn7Q3CSliwSJsTHXTlOzek+1D9x1qIVB6riLwsgvM59/BKua1KUfBZJPmpBATKYAIWz97E+EHXq6L8cWDI3L79IuliNXLgSrqlrYzSN1vBfIxZFKytu1J7ZUP36K1k8mWe2L1+Q/Nc+ex0YkLuO4a0yC2haGikBO0pi2kn8YRt0f+2zwDo/2k06eHR4AZLBg==

95

9(2)

fKCNf0q6ltvh1/vfStc7Tiz8k/8a98veDajxL+Sp3qNli2GznaRDmxapJZAfOWy6

83

10(1)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AV7my+LS2kdHUF4TxmreL4iilUSTaxncDHQUT72MRWbQfu4o/GMNTNT7Pc2S1186Os=

56

8.5(2)

BQL0/5v6l4mkosTjWjkFKn02BlrdvcSHLb3UlcUW/AV7my+LS2kdHUF4TxmreL4iilUSTaxncDHQUT72MRWbQfu4o/GMNTNT7Pc2S1186Os=

10

0(0)

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