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1
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3
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0dtxYDgzypUjH/w0ibT8buQWQMCZYOJzqBDNNWjn+4K1FtwUwX9oNHE/YQ0B4ncAik=
16
0(0)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0fOLd+obCXLHi6PNM1/aZP7LplJFHJvZDJQBmbdpjPK+2ziZp6kVTB/77gvIkJH0+IYi9wbHqGyfdyMt0sWta2e
26
10(1)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0fOLd+obCXLHi6PNM1/aZP74/RyycxtJmjrteQbmxLuF5NZXH/FfvhLkLPAG3PVtfM=
15
10(1)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0fOLd+obCXLHi6PNM1/aZP7FGi+eEI0BFt2qyu0ZswqwLe+6AJ6rv94PG0UsiKenJHdfDnXnon2dCSUvzQ3pPiD
69
9.5(2)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0dtxYDgzypUjH/w0ibT8buQWQMCZYOJzqBDNNWjn+4K1FtwUwX9oNHE/YQ0B4ncAik=
6
7(1)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0e0Cp87KJWd2Lz/ejzt/E+TYAKf4IMzLf5mLfTBqP1N2imte3ZLbvvuHWwqDNqb2q0=
17
0(0)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0e0Cp87KJWd2Lz/ejzt/E+TYAKf4IMzLf5mLfTBqP1N2imte3ZLbvvuHWwqDNqb2q0=
14
9.7(3)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0dtxYDgzypUjH/w0ibT8buQWQMCZYOJzqBDNNWjn+4K1FtwUwX9oNHE/YQ0B4ncAik=
7
9.8(4)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0fOLd+obCXLHi6PNM1/aZP7orIuhJJO09uSqkjL8jZ+g8fSRA+KCcytA3r0KhNHjfT8wnwO+tHBdSf4m95lHnBM
17
0(0)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0dDMG6qCFe3NxuAR9sV0zIaHwTGdkPOm4UWFlVGpJaAng==
11
0(0)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0fOLd+obCXLHi6PNM1/aZP7pOub7NQxhajDlB/wSusgc6Q/cGWt4hPMEio3mM7x7hM=
14
0(0)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0fuhyAlHIbh5ZKz07IPxPKPNg4SRUB79QRJ9K10fBctJVlVGA7NFv6aV1IkT3Z/h6q/5GDTigg6IiNiLVldnJ+I
52
9(4)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0fOLd+obCXLHi6PNM1/aZP7KOqpEHfBvXnAqGhfImyDJZDPNE0VVio0OuStA9R72GQ=
22
9(2)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0e0Cp87KJWd2Lz/ejzt/E+TYAKf4IMzLf5mLfTBqP1N2imte3ZLbvvuHWwqDNqb2q0=
26
10(2)
YQ+6Z+5HXacOCQmD91FkbsV+nNODelS07HJm5nbEq0elNMRmzwUL0AblSdXIe008I49lTxBqaAI+JWXSMNXgoQ5qPGjcmLwbTxuPOuaSQk0=
25
8(2)
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