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b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBvShwjgTSSLskgOOXfkIkgqhjmuW+osav1uga5hdiM2Cxphlq3FcBapcHQ30O0kk94=
51
9.5(2)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBvGjumZsMf1bUSqhrDa6Ct2AKa7YtHJz3p8kzl9qa4U66RHJEksH8f86+mWaVYA2x80A1Xo0b5SagBxdGR9X4YT
35
7(1)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBssAwYmq4Yminx0Gvj3/LpHtcP1OCT0AxFNrh8BpNxAR0bEmrzQLjj37LB589zEZULNBFuREYeui9dD3NVBp5/x
30
10(1)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBsyEQPB1mkDBawJFpfimkXK2NUzYPJwT3PtOL1Nidj4jdujFFOWaTDPgGlLNEEMEaw=
21
0(0)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBvlsHySG6+/jCWnkf3sRp1vvCXnbCblb9Qt8IhQDhwseDViTDd1A1lDKLU7u4YTz/Ldz0sCpAP8AB84BioF0MBx
28
0(0)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBtcj83qe4iC2LQCnNqYfFLWsfBJhCnRZah1XbVNUiLgBzRT7azwRLRq+cwCNzMiigc=
26
9(1)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBtcj83qe4iC2LQCnNqYfFLWy1ArKH/8fIhlSV/2rXbqHCkvpvDVvWG3tFUaNuEw+ic=
34
8(2)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBt5/GzLEDiBmEUL2j5pzgAclxVUDyPm6cERQffIbw8xL3/nHW+SpyVKAbA0FSUYbmo=
36
0(0)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBv7OW7NXdWH4SgNWFbRYCk4WdahXInbVkdlDDPQpr7YbWkPjMjs2rpQAArZd6Ff4u81wi5G/tpOSndFz4EDp+Us
41
9(1)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBu/KT0LnwyfN/+tBu9cHL+l3CsxOwnUS70wBLVKfl3aDeP29114pQmBtmfc4mvYBOWI6hvMFPFIaELO5822hTR3
50
9(3)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBvftfGq65Hnu2+5YqQUgvb62WljZ8mqczqw+o9S+IA/1w==
51
8.5(4)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBuqI5C38FjLqpcbTD1nd5ZDjrgSCGVbkvYwO+WbypZTd2Bw1kdgKA02wyeMRLzOWYc=
26
0(0)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBuqI5C38FjLqpcbTD1nd5ZDjrgSCGVbkvYwO+WbypZTd2Bw1kdgKA02wyeMRLzOWYc=
32
9(2)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBsNIRvAOU/kHiwQAkZDF9qvJpKcjJQKH/1+UMhbdHJ0LUOil4aS3wQmZHQ+Q12LfDk=
56
10(1)
b5PIF5d3X03Da5mhtNxj031er5lP+FFoqDLMHAWMMBuq2i3AJ9V6yAdh2wRQNSOAfANErtzJ3gasQp8/KIhyBD9k+/zb4v8Lte5p4whkgh4=
29
10(1)
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