AhPrh6fnPFP+tOzDErmzKcJTEqh5AuhVyC/4cn82jykhbkvfzu4NjfdwrYGnHMXl

l1TazmdemSvzX/uR8xBqHAdJJf5EpIw1cHUZOV5NOSQ=

1
2
3
>
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dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQFa2ugrPmoLBfxg3Lcf/IGxBPKJHBdaJda0pjv/4NdXAOufT0NgwADv1KLdtXbOIhKoO8P6sThCljE2bT09Y3ul

5

0(0)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQH9GFGa5iKG0dhwkrCS0u01YpvFRCJKc8VhtGo9G84kd0IyjiSSJHsK3soyhoNjmts=

14

0(0)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQHKXBRmgJcLhCe24ceJRyqELuvuwB+govI+t6gJJtnVY5KvmrWs9ML4T7pr8ooCt0k=

6

0(0)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQEUER7KQdNO4uX3B682+nEV4jDjZjQsf3eZBt6CgstPP6HuZ1e/szuGPNjnpKsNgi72YE3nNh90+D7gt7HDVuCiI6EODkPJRWHuG/ExbtVEDA==

5

0(0)

OP3T3a7QRCY/HzpUl6XEmkPuCdsRgJ/ljCuA6DsUOn8=

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQE2EqwPVe2nXh2BY3PPYk83WXRT1aMs2S0Evgj9r/+fTWiy1rMgrMgPqWRiXOiJppU=

6

10(1)

dJS0TbH+1al7AF9M+0ZT7/ylq24J+Zf0Y8lB8vXtvEujWvbewe3YMeHAj+9LLrtfZqbyP70Mvf64AHNVnf8OJ0WrS/+3aEbJ6uvrtf5XgilRwUaeGAargV/hT0Tdt+Aw

2

0(0)

dJS0TbH+1al7AF9M+0ZT79rHUYJiGig6AWj/I5GZubQp1gB9r5cjLP6zCZZrIRrV

9

0(0)

dJS0TbH+1al7AF9M+0ZT79rHUYJiGig6AWj/I5GZubTqEjwmq1QW9QgU9R7xXg39

13

0(0)

dJS0TbH+1al7AF9M+0ZT79rHUYJiGig6AWj/I5GZubTqEjwmq1QW9QgU9R7xXg39

19

10(2)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQFa2ugrPmoLBfxg3Lcf/IGxBPKJHBdaJda0pjv/4NdXAOufT0NgwADv1KLdtXbOIhKoO8P6sThCljE2bT09Y3ul

30

9.5(2)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQH9GFGa5iKG0dhwkrCS0u01YpvFRCJKc8VhtGo9G84kd0IyjiSSJHsK3soyhoNjmts=

26

8(1)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQHKXBRmgJcLhCe24ceJRyqELuvuwB+govI+t6gJJtnVY5KvmrWs9ML4T7pr8ooCt0k=

29

10(3)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQEUER7KQdNO4uX3B682+nEV4jDjZjQsf3eZBt6CgstPP7iDZDlrP5CDd1619G7bH30=

25

10(2)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQEUER7KQdNO4uX3B682+nEV4jDjZjQsf3eZBt6CgstPP7iDZDlrP5CDd1619G7bH30=

24

10(1)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQH9GFGa5iKG0dhwkrCS0u01YpvFRCJKc8VhtGo9G84kd0IyjiSSJHsK3soyhoNjmts=

56

9.3(3)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQH9GFGa5iKG0dhwkrCS0u01YpvFRCJKc8VhtGo9G84kd0IyjiSSJHsK3soyhoNjmts=

64

7(3)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQFxrdJBmwF0lG2WXc5Scy1cUjh7kiPQ461EU0uZcN2JKipPiM13zuKUTlG/Q9o+2NY=

21

0(0)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQFxrdJBmwF0lG2WXc5Scy1cUjh7kiPQ461EU0uZcN2JKipPiM13zuKUTlG/Q9o+2NY=

9

0(0)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQGtbC9OdnT0US0IbzGpioKlBacec4tGLu8IiIlROmKFFzl4qfLxEyWa0x145tMzfcdsvbv/cMGrU4V4emu0t3oQ

65

10(1)

dJS0TbH+1al7AF9M+0ZT77yiyrEnr41TKjq6M75+GQHQ6dSiIdM9iRrs78cb6LyGux8ibUpKa/R/RcENfEnjd4tm20IRFPi4mNjYtmfexOc=

31

7(1)

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