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13
0(0)
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10
0(0)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRHFmWCaBszCbP0AFphVABEhaBrF92JpWio940aJkM1EbLGbPfFHvYUYgheyhvqdE0E=
7
0(0)
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11
0(0)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRHFmWCaBszCbP0AFphVABEhZuSkOSldYHCr1ZIN/aVbz7omQCuJg+pMaB4Peda+0EA=
14
0(0)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRFbJAxB75wO8PHUJzGWkTXdQth2+HtXyvKcYQ2IV6rQzaLipAx515UHJdIbgvuq9rc=
14
10(1)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdREPMrybxO3fNcGTFUdAynjLmLA3q2mzyzn4MFOgNvdY8Q==
21
0(0)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRFWuaEzvfoDY8MJroO1WjKWRvNrFGUcAdgq9Xt2+8+EQjN/LvgWSPunD1jXJgFQ4jk=
17
0(0)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRFcE3RZ1LGLoV8UsuOLX+dYduon3Yz6089ccWSWQiUyzcqCl2zofIWG9GChSYStxxo=
31
0(0)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRHFmWCaBszCbP0AFphVABEhuQOWlg/giP/YzruEtN6Qvn4hfnLVWrE3GrhrZXKa1Y4=
23
0(0)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRFXOtlG5ALtxxSOpP+RbjxzYKwRVvWOrw07KEFwVcWbke49jn30T7EUF7YiIMU1E/3M5hNjhVY3WRHm2yaXEC1F
28
0(0)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRHlqPwrEwAE0MvYwfj+G6WqhltXo2EZRwWvvdXiGQAEFQ==
20
0(0)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdREl3/b9meCF79k4aUEVP64Qt622tVF9XIAZ+DYbZ8tr69mnBWcHiH0wHQXU1pPlR85eGq+oaoN4YtMZ8xJLGmzje3r6f6c2KcE+px0OVEhLNp1FRpA3xRbI2pNt/HtTyt0=
35
9.5(2)
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29
10(1)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdREAUtRL4Wv+d+0Oj4Vb0khG0TpWW5ySv1uCXrMgczHHTC4X/2EukcIAV1hO7fZiDqA=
35
9.5(2)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdREAUtRL4Wv+d+0Oj4Vb0khG0TpWW5ySv1uCXrMgczHHTOPtCpn927I5kXIAk/zCmJo=
25
9.5(2)
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31
9.5(2)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRFd/0n1AnBnDVfzRch3bECDKbGH2WC24qAolRSKygANT7/LCftSLA0Z1pdEVPlgM60=
30
9.5(2)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRFd/0n1AnBnDVfzRch3bECDKbGH2WC24qAolRSKygANT7/LCftSLA0Z1pdEVPlgM60=
44
10(1)
R7qQI0LXzfE2Ctgy29oHO1vYIMqcUGvfPb2R9r4IdRHpA+D3PpiIEdXJQGh1nrIAAxuQf+rMFaTXC9AuKfQoyT+vmmFHgm1ATtMUDzczlY6Q3Frvas6q2+G2MxSxnUfI
30
9(1)
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