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4
0(0)
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3
0(0)
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5
9(1)
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1
0(0)
vFp3MJaNc7/TxvJNAV9ksifN0GssmfNw3q+R4Yj4bxjyW4WrGcwwGK8+cH8Ek7pSmm9VvCNVMjKdgr4ykOOlUdWgos40PLnSAHSxgkzrvolwZiiQjve4IfBbdpdSoCYLT6ORWTzqsy0Pg6bAeuGWgqVf5FwmQJrUYrAXK+zShAA=
9
0(0)
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9
0(0)
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9
0(0)
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2
0(0)
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21
0(0)
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11
0(0)
vFp3MJaNc7/TxvJNAV9ksifN0GssmfNw3q+R4Yj4bxjyW4WrGcwwGK8+cH8Ek7pSmm9VvCNVMjKdgr4ykOOlUfMTrooluOWLeO7c7EbZr38bv48k528+4sI4epXSvSQV
15
0(0)
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26
0(0)
vFp3MJaNc7/TxvJNAV9ksifN0GssmfNw3q+R4Yj4bxjyW4WrGcwwGK8+cH8Ek7pSmm9VvCNVMjKdgr4ykOOlUfsZx4bSWkUIfL2qye5DlGoUsGFvhzMdbdECzQ5DQpbrTJu8oddY8QPMNfPZyx2weILgVqOZP0f+Jek1SsHkLak=
23
1(2)
vFp3MJaNc7/TxvJNAV9ksifN0GssmfNw3q+R4Yj4bxjyW4WrGcwwGK8+cH8Ek7pSmm9VvCNVMjKdgr4ykOOlUT7htbXh/eu5xxK5qiWaQP8PLPPr5evaaFbWPlN/gi0TqHJGfQqfDQDRwTkZjQC1VCxcGIB8OhMf6f5rr/OvsNM=
20
1(2)
vFp3MJaNc7/TxvJNAV9ksifN0GssmfNw3q+R4Yj4bxjyW4WrGcwwGK8+cH8Ek7pSmm9VvCNVMjKdgr4ykOOlUbfwYliYm5G8sowR+uXF+g8gu9ZxrTugM+KDNxUrmJJFPBlE8yACYifiQ5zjefurzvjQeKhP8qiu+Pc9YTkoiVs=
21
3(2)
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15
1(1)
vFp3MJaNc7/TxvJNAV9ksifN0GssmfNw3q+R4Yj4bxjyW4WrGcwwGK8+cH8Ek7pSmm9VvCNVMjKdgr4ykOOlUa15L4dMja16ecs/2nwBdFU=
13
1(2)
vFp3MJaNc7/TxvJNAV9ksifN0GssmfNw3q+R4Yj4bxjyW4WrGcwwGK8+cH8Ek7pSmm9VvCNVMjKdgr4ykOOlUdQAjWmUTM2hJS+s5DEz+ak=
10
1(1)
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10
5.5(2)
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13
5.5(2)
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