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11
9(1)
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0(0)
7fXm4mMwjuiEAfHmGQLvIWPNGDGuS4glXwtE/4Q1iTFPd5Qq1UsGPahqRc0tTCvtHcrTIMPJ8LVcW9H6DcE7sHFqh3zKWR7l5JcPdCCDTb5KumcHs2lSemwnU0fR7e1to9iQlzuRfmTdiO1aEHXRIg==
34
0(0)
7fXm4mMwjuiEAfHmGQLvIWPNGDGuS4glXwtE/4Q1iTFPd5Qq1UsGPahqRc0tTCvtHcrTIMPJ8LVcW9H6DcE7sHFqh3zKWR7l5JcPdCCDTb5KumcHs2lSemwnU0fR7e1to9iQlzuRfmTdiO1aEHXRIg==
29
8(1)
7fXm4mMwjuiEAfHmGQLvIZu/IdfyEF6fFPuc30luHsjv5w58NWH0/08VIZahuJmWKtbCnFInaJBkn3/bFFFCREoVqIAFizwdQWfBMNRFSFY=
34
8(2)
7fXm4mMwjuiEAfHmGQLvIbfHkqeaduEZWFBDyHUpxGE/ub+TLuoM6V2vwJfJu6fAEDqUxkUMP++V7nOzEyVK1DslG6nZVr7t6ZsxhTXaYOpo8cQLhlq1+br7nmjkjycd
26
8.5(2)
7fXm4mMwjuiEAfHmGQLvIb6U7TL85HsVhanvd0FlM0x8BLRM1q9vQEWH1bE3+Q4obMPEd5lWriADA46V9wG+OkpzUHbjAwrdqyrib9m5HkKb12o9p29nrLguWTy1F2LD
18
0(0)
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30
0(0)
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12
8(1)
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27
9.5(2)
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33
9(1)
7fXm4mMwjuiEAfHmGQLvIRI7dm0BTfhaH3hBX0Xomzy/CgSLrPshitzxUFi0d7rEPPojOn6BVr2KL40pS/rWMKegky2nTFVVt2DNMR/adhE=
17
8.5(2)
7fXm4mMwjuiEAfHmGQLvIfGIbaQMNl4EtqaANCBdEo8Ee2kuhUNa0jCK1vJYGLy5LvnD32efg78CP7Xp0T89vNTPv1oU8h01/ri/SZh8Hh1M+zhP6os1e/mKQ0mIPgfAHlJsL5u0W9l39Db4s6kcZw==
32
0(0)
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17
9(1)
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33
9(1)
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17
9(1)
7fXm4mMwjuiEAfHmGQLvIVhc9hwWJNA6wbHYw2T15C+veKjCg+gDa44NJI4eRVMBhjbbBpG6zNnmLw8lgFzCCcugvdFSyiVK57FOMZncbV0vuGMQ3WuAbSiZKz9yzZ7o
65
9(1)
7fXm4mMwjuiEAfHmGQLvIWubYYFz3b9p2BDHFyVgVMZQ/hk9PwTCuxvMACS2hpxXbGueb1FQfp9HTK7krmsSLMrMlQ7xPyNiOCEn3dhNxk9WFjMNrq4IWVEUD82NM04M
29
9(2)
7fXm4mMwjuiEAfHmGQLvIVLxMsfYOQCL2CGZ8nK+N7PG6zyAHcG7ZJTij3S+na2PHEr0FElM0m/8ULa9tMSiEv7mZcbIZlmnYXp3ZDLFDz8=
39
9(2)
7fXm4mMwjuiEAfHmGQLvIRcJbtor0mfvTOU5tGPoIohnwI/2k6aqof29b5BtLbBkSS2b1R+qPPIW7U9Yn2KVB2WIWiC2COjTKDDx17Fw00k=
83
10(2)
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