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4
0(0)
qaXuJERmEiMC3PoJp4rBemOxDBrU2CsxxX5mOEJ5IoeFROuK0URuTxH/nnVbHmY15kmg/nAYIQkA5Hv7wxgkrD8z3TD1iv5leZ3MwxwPjmNf5vNKDpfhAkOrt9UIStZm
7
0(0)
qaXuJERmEiMC3PoJp4rBemOxDBrU2CsxxX5mOEJ5IocoA/LtlbBtEkOpJRxCUEFYCvrNCJN99qxXRrQW6TvPfIsXdyj8DPfOydFiKeCOmiAuHnH3r3o2wtO+oSav5ESFFjW9Tw/b70OLrLb3zhUDKw==
11
0(0)
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12
9(1)
qaXuJERmEiMC3PoJp4rBemOxDBrU2CsxxX5mOEJ5IocoA/LtlbBtEkOpJRxCUEFYCvrNCJN99qxXRrQW6TvPfCoelLw0IimUIupcsm2Kz7xg9hYm+nq1qt7jN+BQDICwjb1LuQNNo8xMDkLOUX5o6P2Nu2ACMu3f/XzskZJqes8=
23
0(0)
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20
0(0)
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11
9(1)
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20
0(0)
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18
5.5(2)
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24
8(1)
qaXuJERmEiMC3PoJp4rBemOxDBrU2CsxxX5mOEJ5IodiTxSqlIpu2MEWgVq1gEW+oIO0JfMoMejC/IrsBYkW1IPjdD9dH2pEb/AFdEPjgD8=
20
9(1)
qaXuJERmEiMC3PoJp4rBemOxDBrU2CsxxX5mOEJ5IocZAd/VQq+xXUr9Fzc5+T/ClwrwcZmmJ3ExFgm7Hxv4dYZt1eRJWtgRMEerPLiiP+TTBkqgCuCvGmciEntvmLNh
20
0(0)
qaXuJERmEiMC3PoJp4rBemOxDBrU2CsxxX5mOEJ5IoeaXZ2jaA10TlKGmySNXKqxAS5Cy8+MOCqvEhdCAash3/I35FgYT5V6xt2kmJ8S1jSWMd4nmanXAeXeMsW4ezQWsfqgYPCuAEbLfHAi22QkZlspffnmGeF8YNcl8eG7qqE=
22
0(0)
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19
0(0)
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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)
qaXuJERmEiMC3PoJp4rBemOxDBrU2CsxxX5mOEJ5IocoA/LtlbBtEkOpJRxCUEFYCvrNCJN99qxXRrQW6TvPfIsXdyj8DPfOydFiKeCOmiB9JPFt5+z7rFVKsEmuMNmLPx+PyNVdeoxik+MEhDPHNQ==
20
10(3)
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