WHBoLe88x/JhWV5uTQ3wBZpdE7YvxD0kJM/pzk1lKDe9kNjAx/TwYIBmh5lS9+pM

wRtO4TDUOkTapmeQ3iLo4tFmsPB7iceKk4klIQqDg7w=

1
2
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1

0(0)

bX5MCpn6CfPKk+8Yki9hpyT9vJx75R9MBKnIvvoGGflmA0HBKqp+HgX3iZOlZnCizEPhmCMezqNsNRKCig6n2Q==

0

0(0)

bX5MCpn6CfPKk+8Yki9hpyT9vJx75R9MBKnIvvoGGfnrGh15rpWRMNpuwkwo6ghvCCiyo/9kI9VRa0d4Agr8M2moiFsRoowipDX/z1whhJQ=

0

0(0)

bX5MCpn6CfPKk+8Yki9hpyT9vJx75R9MBKnIvvoGGfkYUNCpRdw/eOldy2C5bBeQaTkuwCz1dYvb++kHq/+dIA==

0

0(0)

bX5MCpn6CfPKk+8Yki9hpyT9vJx75R9MBKnIvvoGGfk8hGiVpd/sCdpeClXTzIplHMiu1PHSrr/yaZE8fnoKVg==

4

0(0)

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5

1(1)

f/c00CVq1lKKtUFIcbvsMIAdTG24kt2oXx7aYBqkX4R1Dc0DzUnmQDkpmQQ/tKcN

bX5MCpn6CfPKk+8Yki9hpyT9vJx75R9MBKnIvvoGGfm2eJAKXoVIWWewCi0NInb/B0IkQQz7JzwxgYOjXsIdVzL2s0rMkbCOt47Ac7cwy1shRw/y6RLKL7heAEVC1Zsc

1

0(0)

WQ7vmMyBl30uG8ONJjMA4Pf78Cxsn7smfKMQIBezbFA=

bX5MCpn6CfPKk+8Yki9hpyT9vJx75R9MBKnIvvoGGfnKzAUs5p3TwpF0LalRiGz741T+P/FvQm5mpKyBgwIKZ0/obWWbR/QvRawyOnVycd0PuFU/jDsMTiEgotR1az0rTlcW/KWY0wpP8t0mH9dEMw==

4

0(0)

qo9mKD+Pzt9068vb6LksWlVZJlGBvwXNmEkJxEF9Ni4=

bX5MCpn6CfPKk+8Yki9hpyT9vJx75R9MBKnIvvoGGfnGPxfm47B6JoePulDBqytrFTu1elf1+rX4dPOZ9+PDpJP7QAkK8poEe2YnOLxRZnT+gVP1uoENhhzpNdOxKxmH

9

0(0)

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5

0(0)

bX5MCpn6CfPKk+8Yki9hpyT9vJx75R9MBKnIvvoGGfkPL1qEXuPKG9cvenjOQuCo

2

0(0)

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17

7.5(2)

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5

0(0)

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10

0(0)

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6

1(1)

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9

0(0)

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10

0(0)

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14

8.5(2)

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23

0(0)

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9

9.7(3)

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