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0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMRAirvGP7I+1GcEYk4rHJAyV5ksLGrax3ms7CapAAsyeOOUaV/e1qQdUTb3GyuOALg=
7
9.5(2)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMRt1RbRnR9MEyLAz5mhSdZRfkEZsRxsp02X9OaBB8WWNkcoSWyZrQgiGtsnCvIEYo0=
17
0(0)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMR+xwvxUMj33EKd4zCQny4lTnN66P3Yqklud4B4ciScYv/v/9JchBxDMczbpt5hCEloHUYBPrnenmHuzl+/8pLq
26
10(1)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMR+xwvxUMj33EKd4zCQny4lmQCvDBe5E2ZbN5NTTyH0DjWI0mdEWXKD2GC1EOh3/kA=
15
10(1)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMR+xwvxUMj33EKd4zCQny4l7S2h0UvYBJrWmP626ieM92d8m0JRcI44FNgq/TAWJIk8RrApxBIxxmLI6BjRuRXB
69
9.5(2)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMRt1RbRnR9MEyLAz5mhSdZRfkEZsRxsp02X9OaBB8WWNkcoSWyZrQgiGtsnCvIEYo0=
6
7(1)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMQrfcvdlbRolsndf/lnRzJZaVtHoLAd/daUtOYUsh9zcf6Tf+OxjzowyoLBmMFEsAM=
17
0(0)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMQrfcvdlbRolsndf/lnRzJZaVtHoLAd/daUtOYUsh9zcf6Tf+OxjzowyoLBmMFEsAM=
14
9.7(3)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMRt1RbRnR9MEyLAz5mhSdZRfkEZsRxsp02X9OaBB8WWNkcoSWyZrQgiGtsnCvIEYo0=
7
9.8(4)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMR+xwvxUMj33EKd4zCQny4lUIK/FL4FL9X1n/qOMzRcRw/nzTwZaz4AGYhwVgUv0GWObifJfw5AHTND+dulT7a7
17
0(0)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMQeU8TCa5947ihClRP+M/DM6tktR6t5E4Yny7J3kJsoaw==
11
0(0)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMR+xwvxUMj33EKd4zCQny4l6UXFMmH2GgWXfwSS7a54PpWenZadorIPGuujH4G6Pbg=
14
0(0)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMQgSip60E/dOVQfjPtljgij8nzEfJSk57yvayz1x/j9DtBHJ1Lw3aqrpLn9YYU5+UJxTPYGpn1qq6aluZs0txR1
52
9(4)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMR+xwvxUMj33EKd4zCQny4lh42Rw5biun54qp+QzujsGSVSr1a4cWv/hkU1Flou/d0=
22
9(2)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMQrfcvdlbRolsndf/lnRzJZaVtHoLAd/daUtOYUsh9zcf6Tf+OxjzowyoLBmMFEsAM=
26
10(2)
0C4mg7RF/1LpURSqeD+v6uSpxYSUNTCGxlngpeCBCMRFIyl2D9MdQdaCUEtNaP8Gil7Lab+R749HAeC1a6/HXiRP3/F9pyNxlph3/XCMs3w=
25
8(2)
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