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4
0(0)
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3
0(0)
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5
9(1)
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1
0(0)
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9
0(0)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uzzk3tgoEHL9MvGkmhtKiUTpbA6jbYwP+qB0WhUlN1JPzOx7jb/0xKzKr5qawh0gzMCfhbC5AUdOrdx6DcmXxsbSZ67p9QCldeE74K5HAx8V/3qL+nE3Lhcrfse7vxc6dS2fBOKCPkez1PWxvENFv8Vd9demUItcCM6vcf0998EtsuLNQ2AfrRkzPthlVfEBkE=
9
0(0)
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9
0(0)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uzzk3tgoEHL9MvGkmhtKiUTpbA6jbYwP+qB0WhUlN1JPzOx7jb/0xKzKr5qawh0gzMCfhbC5AUdOrdx6DcmXxsbSZ67p9QCldeE74K5HAx8V/3qL+nE3Lhcrfse7vxc6dS2fBOKCPkez1PWxvENFv8Vd9demUItcCM6vcf0998EtsuLNQ2AfrRkzPthlVfEBkE=
2
0(0)
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21
0(0)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uwiazYLGqR/7nvsemA2XYYXawFIZ9gEoX/QIdn3h44qV+NUr+9T/50H9JhgWx1uFy4=
11
0(0)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uzHqtQYBunp40Jurrn6xzW21Vhi1p4WMyKa0pWueSdpVMAYnKtm2/Ofh668/1Bp0mTJCk0h4hOeiH+dP2ytvjS5
15
0(0)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uwnZ7hColAsjd2LyT8LBeT6TBHOdr44UozK3XyoFXjX1FFBwVezfyquP4lwRnLU1rI=
26
0(0)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uzHqtQYBunp40Jurrn6xzW21Vhi1p4WMyKa0pWueSdpVI/Av2kPy2SpmtzY3jD3jKg7yYlJT9GuBx5cD17v1ODF4ZYd0FMUitEmwrw6wozoR2dH6QQ6JKy7M11fvkhsjRo=
23
1(2)
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20
1(2)
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21
3(2)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uz/gvyUNG0qyjg+QuJjlMqfLkj3nC3u6DmHYmUf038K6bz+MYGAyB03YkmaXRbNwK/oTe95LYFOq21ummUVhY2Rvqn6oqLRDMFbLJsNpjVzYA==
15
1(1)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uzHqtQYBunp40Jurrn6xzW21Vhi1p4WMyKa0pWueSdpVFiAplIx8MMiy6XjUpcqUak=
13
1(2)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uzHqtQYBunp40Jurrn6xzW21Vhi1p4WMyKa0pWueSdpVNAGciE++pgrWM4Zh0Ng+24=
10
1(1)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uzHqtQYBunp40Jurrn6xzW21Vhi1p4WMyKa0pWueSdpVNlRZPdPRZxzPLkVb19wN5k=
10
5.5(2)
qDSGHrMswPazidyg8ntHvsqdTvpxcKsOma+JNyhi7uzHqtQYBunp40Jurrn6xzW21Vhi1p4WMyKa0pWueSdpVJtUf02Tq463kCG1mu0Pj4s=
13
5.5(2)
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