bXRAB/TiT6l0yZ0BNkbKobDjyUq7LHSLwOiQGpasuSSTA58a3zl9RgtLQrmLm4eA

wahocVtb9mlBdZZ38ADTWa6SbII3gMKPQytc0GVqs54=

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR3T1m0yDAtGru047MLNltaBWmmsLKYdRzNb+SW1qHLikyFjx3u+HxKKdLLd02hQfoPF7KifWjXIEKRhdDa9fPa1Ok49BjMYpHXyBf0laW01JQ==

9

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR1aX02XIWyRx1BT2mU98LNq0FW1jVUTGj8ckRQHa6PShqF05ZHlHD1oeKB5sc2GFOM=

5

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR1aX02XIWyRx1BT2mU98LNq0FW1jVUTGj8ckRQHa6PShqF05ZHlHD1oeKB5sc2GFOM=

10

9(1)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR1mOTVLPQ22kds5gScEfFKULRpTh8f/jQnunRHcQUnrTQ==

8

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR3saN2ou/cuw+3louDOP/MSDoIikecr48TA3HslXvcpdewyRPE0nl+Ja/XOicTfygA=

11

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR1p+lZAd9ZI/zU6ScSIGr+fBYbriiQ3s8xGM1FK2uimDxEPlZte/FK398w8Dzcx0gA=

5

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR1p+lZAd9ZI/zU6ScSIGr+fBYbriiQ3s8xGM1FK2uimDxEPlZte/FK398w8Dzcx0gA=

0

10(1)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR1mOTVLPQ22kds5gScEfFKULRpTh8f/jQnunRHcQUnrTQ==

12

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR1mOTVLPQ22kds5gScEfFKULRpTh8f/jQnunRHcQUnrTQ==

9

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR1mOTVLPQ22kds5gScEfFKULRpTh8f/jQnunRHcQUnrTQ==

10

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR2sXbRBcZGlGITWwi/E2KBa/6g3RFe4C7Csj2nyxQ1o0TEu26ME+d8JvAgJf9nqktM=

16

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR1Ibk1g68odCmd2j7/376KT5pGQfRdcyMuaclGsieh2AFs3vTOIwBvlFKgbd9+jdms=

9

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR3f7r5k2mQMT99Z47Ei0DyBXJ8y9+aWkG9N0+L+w2LS9PMIik3y++lZSURurwa3dPycz/5Op8oyHSmn+6sxnphN

33

9.3(4)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR3f7r5k2mQMT99Z47Ei0DyBXJ8y9+aWkG9N0+L+w2LS9GDH7iTTnmhxvhUueHCQdAfrRBxIroSP8HWxCnDGNYxb

32

9(1)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR2hhLA9OXcTP8m1AKkiwIYrvLvVBmFaPskddT1hwKU505/hzvvHYZa2m/7Xmr1z5QSiFYFVGlvMk87V80yJE6Zw2suqKNRxwDuWpj2UJkWgZg==

24

8(1)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR3f7r5k2mQMT99Z47Ei0DyBu0nd4cBrEBNVfSYDf6sP3R2/uMohIedlHklpgGfyrfvzX/crcqL8w9+YUndMIn5x

20

9(1)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR3f7r5k2mQMT99Z47Ei0DyBegoHbehx0APoH0aroz7ls9WHbChGVD54jvAzYo+WP0E=

23

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR3f7r5k2mQMT99Z47Ei0DyBegoHbehx0APoH0aroz7ls9WHbChGVD54jvAzYo+WP0E=

34

9.5(2)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR3f7r5k2mQMT99Z47Ei0DyBXekIGx1k/qFrvYi1i5XH8rabobeCNedBg8rIzO7NBmpHy8RHU7h0J3cV1i0nDc5W1XeHgjqnedP0WcIXyt2KZg==

61

9.3(7)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR1BKLZatrvf4JTCaoGoyFmDXJod+4hby3z6mZI7KPNkMuOGuHxtMKGDYRpVchY5KudtLFl8vJOZQkfINGsJlFcG

39

0(0)

NCQ2OYCHAUBdJ80yW/HUuJv2oyLsxf6TF0M8GAhucR10L2WHZ+KvHDHrb4IH0FB20/YamxJzmcwIjyVrfGYHOTV/8deunaGThQTDoEd2b4+7dj6WtE0PLCf7vyTUoEfKkfAO/IGKNoS4kOOti6lYncCfyqyBqE/5NCj4iDgsk3A=

39

9.7(3)

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