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3
0(0)
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2
0(0)
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5
9(1)
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1
0(0)
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9
0(0)
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9
0(0)
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8
0(0)
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2
0(0)
XUVS+pwGXFzAPZUderIm5kh2kr3/1r9nlh+MuM4kRyy4hb1FOqIoAECnSJa+k99bgvYxQLemrSy5y8CqgG/RMeja4b+EI8CyoUck/PhSTOA4xh6a4HJ21lBc/a4LTQ1aCNtk8lxLKJxnymaQZNjbUasjNdtHf2KZJizVjnr/LO9gCTQMNTHknvLvK/Ew272TTD4PhFgAQiWzEAVkycMRhjalumD8M+ORBRaZzjRT5u0=
21
0(0)
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11
0(0)
XUVS+pwGXFzAPZUderIm5kh2kr3/1r9nlh+MuM4kRywlAS4jpDPy6Iv4JQWCdN+lcgiisjWCKxXdNTKW2LskAQhq1ft7KD2KNcyUYv3RVN4BVDz4Ti19nVYVs45ZvfGs
15
0(0)
XUVS+pwGXFzAPZUderIm5kh2kr3/1r9nlh+MuM4kRyxEbTcBdOf7LOv1x/T5KypgFI/R0pd7cpp9iudFlc5ac2ROdL+si27s7xePMjg1k34=
25
0(0)
XUVS+pwGXFzAPZUderIm5kh2kr3/1r9nlh+MuM4kRywlAS4jpDPy6Iv4JQWCdN+lcgiisjWCKxXdNTKW2LskAWfCB/bd7Y8q6Gg1HipEaVlnbDtQwd+0bp/US+DRqDF7NTSm/8v4TVrIij6oFzufUlfLZ55W5uTCmB63GzZnYrY=
23
1(2)
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20
1(2)
XUVS+pwGXFzAPZUderIm5kh2kr3/1r9nlh+MuM4kRywlAS4jpDPy6Iv4JQWCdN+lcgiisjWCKxXdNTKW2LskAXWBfuET7LjKviF/HmWNQF2DM+V8/f1zBhBkBiER+zUVTihv2fmPb4snPgoeZW4Stm1TIRNeJbPtc4o0lq77jq8=
21
3(2)
XUVS+pwGXFzAPZUderIm5kh2kr3/1r9nlh+MuM4kRyz3sfqerbt3UrDSrlZqgJ/NNdgnVomrHL7AotfGn1+IfifFjdBeKwawn8UFdDZFcZ8xhDgZmPyecalJAOf5Ll9W6rPGDjESlAFCFiXFzFYZLw==
15
1(1)
XUVS+pwGXFzAPZUderIm5kh2kr3/1r9nlh+MuM4kRywlAS4jpDPy6Iv4JQWCdN+lcgiisjWCKxXdNTKW2LskARTpPXn9DFb4LMjxdjyMLUo=
13
1(2)
XUVS+pwGXFzAPZUderIm5kh2kr3/1r9nlh+MuM4kRywlAS4jpDPy6Iv4JQWCdN+lcgiisjWCKxXdNTKW2LskAaPmD9QekzD5GMKZ/71rRBI=
9
1(1)
XUVS+pwGXFzAPZUderIm5kh2kr3/1r9nlh+MuM4kRywlAS4jpDPy6Iv4JQWCdN+lcgiisjWCKxXdNTKW2LskAb+mNCUAL/XfTr4YBKz/7/0=
10
5.5(2)
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13
5.5(2)
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