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4
0(0)
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7
0(0)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBurjgSfhSrwCJOXeBBJYRP+Eyab/7miurV4uZg+2H53Ra4bWAYxTZYVY1N2SSX23rJP1CoXtO/HuZP1PHrZczapObR+rBl8B8+krMNDXcRNnOKw==
11
0(0)
w2LsWpXMeOJRz5QJhlneH5vQyQh8jrRF6qF4VOPlvjPSKCrDXf2dovivFLmFtlbzBW2PhMeguUVseccDV+kPZnc4TeiSBcHPStJp6bUJsOug0dvBOKy9d0kyyQ5mwQ7hMKsi9dXmY49qPiZGDWO5NnUd9IoMzyVpOVW713FRxU8=
12
9(1)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBurjgSfhSrwCJOXeBBJYRP+Eyab/7miurV4uZg+2H53Ra4S85SWYIFYCdZer+rviWkd3xDsgXDXrh+UM+zdZbeMwQwKhbaVi93lABJJfNamJwG08hMVlajABHaEAeJnFSgaw=
23
0(0)
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20
0(0)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBurjgSfhSrwCJOXeBBJYRP+Eyab/7miurV4uZg+2H53Ra4S85SWYIFYCdZer+rviWkd0mlQlBTXPxz83EYX4zXvR22c+LdlYHlkc3ZShAYE+vGrOKy1/jl0O52LLt0x6BCVg=
11
9(1)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBurjgSfhSrwCJOXeBBJYRP+Eyab/7miurV4uZg+2H53Ra4S85SWYIFYCdZer+rviWkd2ymAdRG3D/JSfKIwwoNvW8YYPRyGDoMnzNYU2WIL5qq9MsFRu/fxBp/16f56lIb34=
20
0(0)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBurjgSfhSrwCJOXeBBJYRP+Eyab/7miurV4uZg+2H53Ra4bWAYxTZYVY1N2SSX23rJP2pj7gi3K9PRqvXpbN1M3cuRNyYNlmDckrQrjC8KQo2gdDgyVt2uQ3jNTWTM5QLpN4=
18
5.5(2)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBurjD+9/OlkLGUtkDxZQ+B6knZ1HtdhZEPxNE9I7mP9dwQC+HL/zcDlQVLAKqo65U6rc=
24
8(1)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBurhYwN8McDxGKVJrbY1d468yJYgzkK0xQYQW8QgWjdappxsSgEpoo+RaZ0WjAkqbx60=
20
9(1)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBuribTzHiaykOTz0zBAaEnv0AwmS2ceeNeIQT5GifzI93yQ8G/fLZnTj2jMsJAb8t4CtWKWaX2+RBIv7LIvt0fBl3
20
0(0)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBurhqxpb6v5px5uOc60Da/QR8E+Q8Fl+7yywcOZgZ6KAaFGTk1smRfz1X0UfiqmvxjmdPAbCVUtqtuTHmjGqYHR3895Z7kSlMBLTdLC9GnbQJWbea61FXOjP1hYWux9lrkAc=
22
0(0)
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19
0(0)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBurizt/oz8j4YV6C4ya11x5KC/OHq8pZpM81MpQl6bBwGYGMeAEYnjv2ntUwTS9in2+w=
59
10(1)
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37
10(3)
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22
10(2)
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31
9.8(5)
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8
0(0)
w2LsWpXMeOJRz5QJhlneH31ANPuSlbp1pmdXzgCBurjgSfhSrwCJOXeBBJYRP+Eyab/7miurV4uZg+2H53Ra4bWAYxTZYVY1N2SSX23rJP2qvafIOfkvLXAVhfgoMvTZOjNwMPMxZLi9cn7yY+Sv3g==
20
10(3)
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