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50
9.5(4)
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45
9(1)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVHBaibgEXEWT48tOMcBFPl29IDDPb+6DH+qGFk65I7UEwUcg8pm2GXfqtmg5LO6IzYrq/9mAY+I6MZr1totv/Hnb4hZkMSOyP9CZw2xaL4VMEVZZ5Y/xqY5tc6PyXODRTB0RfHQfQE0NEX2NdoPkdXH
16
10(2)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVHNHxSvxoXHZVn4fmR+EB+2zzTfz0F347DiEz69zFBEaT/WEOIbCqCLSNfTeBH8UAbqCQR4lYwMeoHXzi8V0zn80hZg4u4SSbaVyb4hFAxqH/1TXc+fXCVfQXxb103QEG9lRi/ww7b3YP7BRd0ZlQNdBxs4jYd+l1F65LsgpHteLw==
11
9(2)
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31
8(2)
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30
8(1)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVEs6LnIzEIpd9cBeBrAiqPAczWB3Ht3zu7RQNlAY0jbVsWGGveUc5nP1WfiozEbNxsMvkTbV6IcRSmiNTji6s6yYNiwKGHZIEmycHmzsk/35L2v4rL962+phhXFRje3tOE=
32
9.5(2)
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37
10(1)
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60
9(3)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVECJ0HptjNruMieV6dDxIv7w2RRia9lFvQWWPPlUU7sJgWsVyNjcB6ZJvyUA7+sUsQsOwSLQwEbRnNKEggoqgV5
66
0(0)
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34
8.5(2)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVGoBWJKak69feopEZgP/IUFcarW1m8otnsnoiO1w/FIGRFdHF0sjMyBB++Y3GnovDduMweouy4tZ+1cvsorXWDZ
27
7.5(2)
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16
9(1)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVHgEzzymvDkCtT0d68ePP75hF30SzMPaKuryWW85cHm/b5wUR793+fwU34+eNl+7kAg9wgY0N2sHbrVR/Y8Juo50gaRjFWciUvBRS0bqwWKSA==
20
8(1)
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46
0(0)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVGruUzPbciQTLlcJB3L/b7r199PfMdJV9LLL99tw79qJfZhBCakF7O8RBP0GaYWR7UmoSfQijWmG2Bp0ogvUC37M6dSUFLF4aniNY4eEdJcwQ==
30
8(1)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVEt+iBz9FaCbIRx4Yp2d/v/7bCsGAItdkCtljUx9b3cNGhCuzxMWpssCoXac60lJWfMuux/PqtpSTrJ1MDPjWhN
48
9(1)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVGliv8UutPT7NHKMzTRbJZBvYCBZepzgflAlbR/7vrFnVxhUZ2erDpX2xF/ZzDlgU4=
16
8(1)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVF96FVc9aU691N4l4hkwfDK6kPZ/8VWaOZYpCvs5Y4LmI0F3F7q1wwPjx6yBLP3Em8WiYOwHpe+s9JlXBLX8VWNGIeQU/ANSWb62VY5Tl0bOm5yATIskb/bB/Yxq2HlMKgmn1JlftCT+SJ0MGU/cNxXS65SrWte4BvrCaVceEbpslS1t3RORnsnRvvTNrfsRzQ=
98
9(3)
P0K0PBgR0McwWTxbLInuldECWLx7Q8foMNXmwAecFVF96FVc9aU691N4l4hkwfDK6kPZ/8VWaOZYpCvs5Y4LmI0F3F7q1wwPjx6yBLP3Em8WiYOwHpe+s9JlXBLX8VWNGIeQU/ANSWb62VY5Tl0bOm5yATIskb/bB/Yxq2HlMKgmn1JlftCT+SJ0MGU/cNxXS65SrWte4BvrCaVceEbpslS1t3RORnsnRvvTNrfsRzQ=
56
9(2)
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