A5KKfLl/Empb6RMPI7+AqHOsvwaGpfbDfonet+Nkof4yU7dtYnN9OfMdjGT3WpIM

2Gx6pDzIXDyTUGa2h2ckLQypJemnysPZDWVzk62Ggss=

1
2
3
>
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sU4BW0yz5oRpcbQwFlFrbsUXL+QPbIkX9DsAgFD5qrA773ebwFE42Rg0NcJQJrMOVH+KKLVZSSaH1FDdduo97jaUWTVeLe72+tL0mX5b5eI=

14

0(0)

sU4BW0yz5oRpcbQwFlFrbhJMnX5x/zXQFel7qzcvbBE5EK3n1FFRzKB2j0SRcQHv

13

0(0)

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8

0(0)

sU4BW0yz5oRpcbQwFlFrbsUXL+QPbIkX9DsAgFD5qrCV62my33IwvieTFzdabOSNBkl8VFv/rK2/Xdhb1wMZcDbtBiIZ+/U7WhsS+2dktUI=

15

0(0)

sU4BW0yz5oRpcbQwFlFrbsUXL+QPbIkX9DsAgFD5qrCwxe3i1JHvVC98TyZBPdluLnGXMxeWPaSk6VR4LnEtD2/87ptfetmzLuIJZ6LzTNM=

6

0(0)

sU4BW0yz5oRpcbQwFlFrbsUXL+QPbIkX9DsAgFD5qrBMOAlcW0RYhV5SWGCsYHadUt55ut+xgYA0Fve3HjauWZyBL9Z26cXkjQlvtUrOwpIgOiOUGJbEQew7D8YQhn9fQ03CykYweMjhb1tezD/J2Q==

5

0(0)

8sOtFtWI1E4SthhkJagScGZEYVGgoHgoqCXZ7FVuAeE=

sU4BW0yz5oRpcbQwFlFrbsUXL+QPbIkX9DsAgFD5qrB9svD4wQXUGs7gPkadwM0wK/BESwg9PdvgVuzHTZuwXJoD7lKOEDCwKJ4CZMS4mvA=

6

10(1)

sU4BW0yz5oRpcbQwFlFrbqOE8JQICwQkKNmqkmFwoTtHs48GXxElG+RhOO8m1EcXWoHiCiZguY/JG1+LAwl9vo2iBLiPzrUcmf7MVtFJpk9/gnHfPZkbk4QPr93DDxA0

2

0(0)

sU4BW0yz5oRpcbQwFlFrbhJMnX5x/zXQFel7qzcvbBGtuUaaSxD5A8EUXm9OSUVl

11

0(0)

sU4BW0yz5oRpcbQwFlFrbhJMnX5x/zXQFel7qzcvbBE5EK3n1FFRzKB2j0SRcQHv

14

0(0)

sU4BW0yz5oRpcbQwFlFrbhJMnX5x/zXQFel7qzcvbBE5EK3n1FFRzKB2j0SRcQHv

19

10(2)

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30

9.5(2)

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26

8(1)

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29

10(3)

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25

10(2)

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24

10(1)

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56

9.3(3)

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64

7(3)

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21

0(0)

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9

0(0)

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