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6
0(0)
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6
0(0)
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2
0(0)
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27
0(0)
nEOrkEc6h0RuNgxLtmqe3kcxT/sUBoPz6SYib+ls6lkIYzkqXNQwz7W43CtiC4fz
83
8(3)
nEOrkEc6h0RuNgxLtmqe3ma+3Ib+f19G5mv07qnftSsqARC02pXn1qXpKP56JQJiwQlmso/oVeDyelcH5vtHBjFx1IXN28rxg9ivHnjneYxNIJ8bXDrQocmFOh4ay4/W90BfMt3EyjMpOSNNX3ScTKdBzmosYIv5vdEZXeW2KhY=
8
0(0)
nEOrkEc6h0RuNgxLtmqe3ma+3Ib+f19G5mv07qnftSsqARC02pXn1qXpKP56JQJi3ABfU5iqiWCnneAeG8+HnN3A2qeEtFNHbxwVkHQIN5a9TE7WEB+n7qBL+kHHBlCEf9sVziSwTFlwwv6XsXbuIgJpvj3pxzmu2ycTprQZetw=
4
0(0)
nEOrkEc6h0RuNgxLtmqe3rMefpBhGQfnQvmhwgdXm1OhwyJ8+5gbBege3cuVBBZpZuwzB7ULklBvi662p6C6aQ==
11
0(0)
nEOrkEc6h0RuNgxLtmqe3qQEATxptdLxBgLOJ7WKZTiwVwpKVQ9oPBgiLrFMeM73KjoD5GkvejD23EZMJC78ruciNtWFrj0+yEvsi9IaiRYrcslhpPTJxZ+jqadq2aCGEN8qT11w4JsamqWXhkmmwY3/p1sdk255ahWvn0u8Q5A=
53
8.7(3)
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11
0(0)
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10
0(0)
nEOrkEc6h0RuNgxLtmqe3ma+3Ib+f19G5mv07qnftSsqARC02pXn1qXpKP56JQJi3ABfU5iqiWCnneAeG8+HnN3A2qeEtFNHbxwVkHQIN5aLhZMn0HQnxhhirD/mbd6M1lKPt4PHBbIn/21oqOYD0w==
12
0(0)
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10
0(0)
nEOrkEc6h0RuNgxLtmqe3heWwXW9l/iekqLkREnsVv59Is+dLYqbw+HJoQC9wv9E6gFiMQuWt2ody1rY7DqmgmsQ56FL08CHptwVCQsjej4YqbllPBGCMiWScvKxZ6Zd
7
0(0)
nEOrkEc6h0RuNgxLtmqe3ma+3Ib+f19G5mv07qnftSsqARC02pXn1qXpKP56JQJirkaxTwO24ns/6PjufgRqZeweUNQzN4ar3Am0sPp+ku5IQ03/eMvX/Xf4mcBGHxOBuiyyKJqsKMXfXG4AL8L4fP89lwDYf/5xngy6mK0YR+w=
36
10(2)
nEOrkEc6h0RuNgxLtmqe3ma+3Ib+f19G5mv07qnftSsqARC02pXn1qXpKP56JQJiB2nxe37TEACw/O/BZx6q4aW69lgJ+OSgg+mKcPdGM6ymyLI/hwAOiuEhgF4HhZcCSJ2YNiZvAKOx3iWTyuX8ehu5l1FfG8x1McoNllAfmmY=
23
0(0)
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31
0(0)
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18
0(0)
nEOrkEc6h0RuNgxLtmqe3ma+3Ib+f19G5mv07qnftSsqARC02pXn1qXpKP56JQJiBxoxO3LDJyRnGQSlM5vQbTcmHeWcBFZINLbIxHv60UUqtx4E+BSZB38G/INByLg56GNEB088Ay5/yju0pUfrdlSrpQibZkeeHte+HKnySs4=
26
7(1)
nEOrkEc6h0RuNgxLtmqe3ma+3Ib+f19G5mv07qnftSsqARC02pXn1qXpKP56JQJiBxoxO3LDJyRnGQSlM5vQbTcmHeWcBFZINLbIxHv60UUqtx4E+BSZB38G/INByLg56GNEB088Ay5/yju0pUfrdlSrpQibZkeeHte+HKnySs4=
24
9(1)
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