tmPyt8Ay6KUKB4wc47hzSVKzLNrZVYZDMTUo3iRIWk/85vQT9rpBjG5gtda/Hyf4

ap0unPPUgoONqY6gxZtvJzuAumaeJs84fvgcTVs1W2s=

1
2
3
>
>|

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse+yx38uULi3Zl1PD3tPmx6BLLEtv+KW0z23y0aCdAdpkxVvGGnOozq5aU5W/inrYcU=

12

0(0)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse9JvK9byKi2iGYAT/NwyN9GQLR2tLotCdV59Tt116M9eWdNOaIxzetMFZLshgdXxsg=

6

0(0)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse+pVphscnEnFSc3cgb3wUo0O8woJy0N4PahCUsFcG3bULKk8kZfIAiKpYo6NptVmYflb2STTaEgRBWGUaW+CBomFh46Y9QeAJLGYoKh5xUheQ==

5

0(0)

wEKpnjtAgDPBsYR8rGYK0G3UFuIiDc16OTvB3BzGOl0=

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse8msqKo44eOtQk+WE9OU0buCeVtJ99tdKsF9kC22JfjBYsjRfMZoLjvxX9HYFGmybw=

6

10(1)

d0Ifos9jFOkp4vHNgtE9wisdow92B3Uz5dXBQ5xLWdLQy4RWDBbfNKODQYe0hAZ0aUGK4XEaqL3k3NSZD6gMmX5RImt73DE/TP2Px+pqgrnBFFhiuTHfMN+8R3MzE++S

2

0(0)

d0Ifos9jFOkp4vHNgtE9wjMt0lIiBId5dkCbRRhdpnFymdJ0YAtg3CiLRGTwTOJL

9

0(0)

d0Ifos9jFOkp4vHNgtE9wjMt0lIiBId5dkCbRRhdpnELeFB79vFhl2Fraph2XQgW

13

0(0)

d0Ifos9jFOkp4vHNgtE9wjMt0lIiBId5dkCbRRhdpnELeFB79vFhl2Fraph2XQgW

19

10(2)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse9EMUkquRtCduivet7V7UEmvvIkN06rG7AW2nHu9TdxPLLr8SBx23+9LHwIwIYG38/4GqAqvelBgNjEfWqSXW5S

30

9.5(2)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse+yx38uULi3Zl1PD3tPmx6BLLEtv+KW0z23y0aCdAdpkxVvGGnOozq5aU5W/inrYcU=

26

8(1)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse9JvK9byKi2iGYAT/NwyN9GQLR2tLotCdV59Tt116M9eWdNOaIxzetMFZLshgdXxsg=

29

10(3)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse+pVphscnEnFSc3cgb3wUo0O8woJy0N4PahCUsFcG3bUNYRF74M8ZNhq8+tt7uucLQ=

25

10(2)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse+pVphscnEnFSc3cgb3wUo0O8woJy0N4PahCUsFcG3bUNYRF74M8ZNhq8+tt7uucLQ=

24

10(1)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse+yx38uULi3Zl1PD3tPmx6BLLEtv+KW0z23y0aCdAdpkxVvGGnOozq5aU5W/inrYcU=

56

9.3(3)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse+yx38uULi3Zl1PD3tPmx6BLLEtv+KW0z23y0aCdAdpkxVvGGnOozq5aU5W/inrYcU=

64

7(3)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse+MwgFmJRFbd7Mu5RUfwnIC1UKzliB6za08Y6Cr+iJ/QipUj+A4542ixGXlV77JeKk=

21

0(0)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse+MwgFmJRFbd7Mu5RUfwnIC1UKzliB6za08Y6Cr+iJ/QipUj+A4542ixGXlV77JeKk=

9

0(0)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse8BYvs7J5y75a5fKz43twI2icuepYfoph0qEyxtoW79P3gVaB0CCJZcdCRZpbCmBI3WytqFPmcILRviOMR9ZHW7

65

10(1)

d0Ifos9jFOkp4vHNgtE9wtNGyTlkDwyvQgBmQm6yse/clHWZJUiqgdlVREe1LnirNBdKULV+IS/JbzOFBp+cR8VmWf34bGR1Zp+5mKwPfgo=

31

7(1)

d0Ifos9jFOkp4vHNgtE9wnSg3BtNERsVyacVDcyg60iHFPPC/M5O/DEWHEJp0h5o

38

9.3(4)

1
2
3
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