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zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JFkbG84u7q3Dog8+TlL5ZtXkX4FUmM/nSlk3EHDuxNb08LUqVLwpkaoUsFNzLcvh/A=
16
0(0)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JEOKxivy6qKMYgo4tGtVF2I+O4+1A4xNiJ9M0MVicZyR3AZqrOPvUZSHIiUrjnOzJ7xxKc7ljPrhT042deB6VBz
26
10(1)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JEOKxivy6qKMYgo4tGtVF2IFzjsV7SHrS/N4Gy71+qrAVDGWh+RI+mp4eif1Nn8t3c=
15
10(1)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JEOKxivy6qKMYgo4tGtVF2IdWbcZKjl1chpgPRa+hX7WKRVhaoh2i1rhrdwSQwOdXXRwls+IqGVmx4Haf4nUeWQ
69
9.5(2)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JFkbG84u7q3Dog8+TlL5ZtXkX4FUmM/nSlk3EHDuxNb08LUqVLwpkaoUsFNzLcvh/A=
6
7(1)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JHw5hXMsxrgGo7wVqoAqzbES6Of7/TGfEFg8i+rH0ZBbOeOAYv0R79t4lEekDKyMiM=
17
0(0)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JHw5hXMsxrgGo7wVqoAqzbES6Of7/TGfEFg8i+rH0ZBbOeOAYv0R79t4lEekDKyMiM=
14
9.7(3)
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7
9.8(4)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JEOKxivy6qKMYgo4tGtVF2IfPWV4qBq52Wf+tnQC7m4UCKUy8N6znx8Lan9FiDAfXtlHqXwvZXgIYdG4TCaYc3U
17
0(0)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JFjiBINQLl15YXaB146F6DqKETtnbvDAKH9Z+WLmw11Pg==
11
0(0)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JEOKxivy6qKMYgo4tGtVF2InPsfU6aiaH4cu/k806hHUsnftEDQhiEgZIDdkvKuBpM=
14
0(0)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JGAEkqIJ0VV5hKIsvsBWFEdoUUcPQM1+lahuvKlCUrUMvS9hGIP+KCrDE5ZTlU1nr28fhknNG9etraIuMe5hy1B
52
9(4)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JEOKxivy6qKMYgo4tGtVF2I9PLs9rrlNnH30ot5aWpNWkEZ/HOxWf/BZe5tlsnnsWI=
22
9(2)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JHw5hXMsxrgGo7wVqoAqzbES6Of7/TGfEFg8i+rH0ZBbOeOAYv0R79t4lEekDKyMiM=
26
10(2)
zvC+3HBXd4WHIx2pMRvrgqxzmsTJQgodM5CWbUkS9JFM8S7dZQQO2gly1nimmxdAebXxoAmoi+JKlqseHVKJfNp+wHwdcHaJlbpG41fOsF0=
25
8(2)
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