yC4rIj5EurJ4kRwePzA8ir+bwiepDq0fpCZMtYfQ+9FAm2jIXpYS1op19+ygQev/

3SJOl37HgFfmOEqG3vHLKG1KAMM4Ms+1twyv3WqWP3o=

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8WBRKaEBOqoMd9wZcyT8VBC2JynprW8EAemNFwz3Z2gudG1ORC9qk8FCHiwCc75h3Bh0ZjIGXpz9Kvhxpff6ThMRj7GkAJQplGaDP0lf1qrjA==

9

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8Xtqe2OHVX1Wf07stwHyMzO4FKgdnqW7gvBz1g+HExrCyEbzwpA2DyvfQmyLI9D0J8=

5

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8Xtqe2OHVX1Wf07stwHyMzO4FKgdnqW7gvBz1g+HExrCyEbzwpA2DyvfQmyLI9D0J8=

10

9(1)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8UJoMbLCEKAPP3EyFb7VebzWn/4Rn4NiL5Y7kxni2xA4g==

8

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8Vet0F8DcZ0xGX9UQ5oSpizRIw9bTmQjhUkEmZpP5SgJiA45sF+8od2uziaBator2U=

11

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8Wsu7WIZ3Uema1AIBL97BOOBVCKsZsx0CWQTwACSCpshl6QKkYuZDFtXXTC3eeJUog=

5

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8Wsu7WIZ3Uema1AIBL97BOOBVCKsZsx0CWQTwACSCpshl6QKkYuZDFtXXTC3eeJUog=

0

10(1)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8UJoMbLCEKAPP3EyFb7VebzWn/4Rn4NiL5Y7kxni2xA4g==

12

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8UJoMbLCEKAPP3EyFb7VebzWn/4Rn4NiL5Y7kxni2xA4g==

9

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8UJoMbLCEKAPP3EyFb7VebzWn/4Rn4NiL5Y7kxni2xA4g==

10

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8VQQ/vQTFOP0GGWRXwV8ZSwVCuRNrHPqXI1iAryG5LhfQVu3S+hNr+k038wdjm1ISs=

16

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8XM/IQJd1CHFgiFGDzMBNVVzFk65DoKhtDZoDCM37h57R/GM76B7NP0P+5ZM+GnyMk=

9

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8VowcgzPYZNs70XnQAafObUrGUS/THB8lx2rphIbn/U6nfC689v+tox6ahH3DXa95zuKGkwpMgySlMH5FrSHh/d

33

9.3(4)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8VowcgzPYZNs70XnQAafObUrGUS/THB8lx2rphIbn/U6h0riVs49LmqGs2zoN+p1ftiwJjEzEGTEJtRa3JgmeFS

32

9(1)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8W6wBBW3lO8y03z+k7OcaM6MgFzJS5gM3517/xMtKHrkX4uV0y8ROjiWkV4XRR3/cvnJdPW/D9FWff/o9YU5Id1BxKOp18yh2gJEoMEydiXLA==

24

8(1)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8VowcgzPYZNs70XnQAafObUic/h4x1F/64cmdbar1LwRcOfymFAoe1JBa2JlE1en507YiHbGfSbU8l/HkojFGGc

20

9(1)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8VowcgzPYZNs70XnQAafObUbVmCk8Xzd0xRkDiKN8k5ldpy6/zK1mHds8DWUqw0doQ=

23

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8VowcgzPYZNs70XnQAafObUbVmCk8Xzd0xRkDiKN8k5ldpy6/zK1mHds8DWUqw0doQ=

34

9.5(2)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8VowcgzPYZNs70XnQAafObUGusltBHMmgtsF8rg+JHtPZnbINAQpgUV59YnHqZdYL6Yw8vnxB0Bt/zhYX4lQzhs7/Fg6YkMp5tHV4yW+4pvSw==

61

9.3(7)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8UmCHLMAaBPoHRhoBMydDulAHEUDMFx6SPjMN3jy7kLd/l1mwXyGodvAZQiFmbqN99+FneiHCEWxdYyn1d2WIOo

39

0(0)

3gxD1NIByfIgUYcG5zd+c3lZO5kegSQWnE1EVyffl8X6Boe/tjWZMdPdNX+PRQ30tlOx1q1COjCB86i1vpjEJ353yi1ndb5NWzLQchM2uaQbvI1LlIZE5PqyYNPFqE4/Glfp1AYfVveyCDILUk7RioKZC+RE1BUwP3Kkh7TzaFQ=

39

9.7(3)

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