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bXSWOTawEUE1YU6aBDkDSAT0kcxjbLIUvv5V8FD+nk4=

q+gxyA1CBjJXG+nPRXnujDNXGWJYZRFzadvyuzY0CxyQ/DEWDcb6YvljSC0bGEGdLRBilf8aV/OENVNus+Wi57qAHrRYMXBcFS6BLrIgmRatbn+tO8qYVlE0iBzPDpTy

22

9(1)

q+gxyA1CBjJXG+nPRXnujDNXGWJYZRFzadvyuzY0CxyQ/DEWDcb6YvljSC0bGEGdADjPtbFAL0wPXsO28A1TdfjoO2WAIXU14DRqH7bxU/OoMIVKC8V44Ey+j32U+eyW0zQDn5dTIWlBq9O6Ojvopg==

16

0(0)

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7

9(1)

q+gxyA1CBjJXG+nPRXnujHwVyamamvCdoliX2szehNooT46m3OzVkMTfjqzEwl7u

72

10(2)

q+gxyA1CBjJXG+nPRXnujAWo6Cj+vOj7svmvaAhSBY6Ce7An8aGq/QVj44uolvGg

4

8(1)

q+gxyA1CBjJXG+nPRXnujDNXGWJYZRFzadvyuzY0CxyQ/DEWDcb6YvljSC0bGEGd6R9ek8ZbbNuwV08hPDPRY6GO41+IiKUIQDbQowYOjSg=

3

9(1)

q+gxyA1CBjJXG+nPRXnujDNXGWJYZRFzadvyuzY0CxyQ/DEWDcb6YvljSC0bGEGd6R9ek8ZbbNuwV08hPDPRY6GO41+IiKUIQDbQowYOjSg=

6

0(0)

q+gxyA1CBjJXG+nPRXnujDNXGWJYZRFzadvyuzY0CxyQ/DEWDcb6YvljSC0bGEGd8opUDC6W7+hXBuyVNSIG9LJa0jhy7e7s9qCMmaR/Ehl6N4COCv5jvhHsym/eT4ucXZWyQWjCDpPLCTDGHwCfOw==

29

10(1)

q+gxyA1CBjJXG+nPRXnujDNXGWJYZRFzadvyuzY0CxyQ/DEWDcb6YvljSC0bGEGdEuvazZEpQKfdfilEQntbenbYp8b/JvxgQY0Z0YIKi8NASxzGVLqUaXM97Nfj5eCZ

14

9(1)

q+gxyA1CBjJXG+nPRXnujDNXGWJYZRFzadvyuzY0CxxRtSoTG5g00uTXJ0/pXTz9fGdAw0dr6o9JclWTxVe9pzC7Z9AC1NBFhmOul/248BA=

15

9(1)

q+gxyA1CBjJXG+nPRXnujDNXGWJYZRFzadvyuzY0CxyQ/DEWDcb6YvljSC0bGEGdJwHlWOsfkFPc9Flng59EmNcI5zHHH9A8XbSEIsZTPvk=

18

9(2)

q+gxyA1CBjJXG+nPRXnujDNXGWJYZRFzadvyuzY0CxyQ/DEWDcb6YvljSC0bGEGd00w/n4CIJHx9J9FYpslEl0/dnJTiUvCI1MShjVkc018khL1yF/eNjkYscVbKqpzC

41

10(2)

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5

0(0)

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47

9.3(3)

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