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7
0(0)
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13
0(0)
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30
0(0)
sMs7cirEU+ImpKiagrtQWgLz9a+725rt/snkUb5Y4bPSbv8KqxMnKah+ZiTL9wzNLy+4tQs8fuMEcFyqfmsNI9AKSwHqdTuySexIIss8D4k=
35
9(1)
sMs7cirEU+ImpKiagrtQWgLz9a+725rt/snkUb5Y4bPSbv8KqxMnKah+ZiTL9wzNLy+4tQs8fuMEcFyqfmsNIwKOk2BzIIYvFdBUA+mHZQs=
33
0(0)
sMs7cirEU+ImpKiagrtQWgLz9a+725rt/snkUb5Y4bP7MfwMFJ56EoAAs284wXXcoSRStJEG3rhIwAsfWQWO97r6lTyXyX/dke0u6C4PdO0=
29
8(1)
sMs7cirEU+ImpKiagrtQWgLz9a+725rt/snkUb5Y4bNgCMYdsojpSNNbCI0ZY+RpIPfE2hSWNNycNwBF4g6K3ENbR++SxvPLlLq7BV9mntc=
45
0(0)
sMs7cirEU+ImpKiagrtQWgLz9a+725rt/snkUb5Y4bP7MfwMFJ56EoAAs284wXXcMybm2tGBc67cB6/RicF5YrQJ80n/WafL1rAxml3sQZc=
44
5.5(2)
sMs7cirEU+ImpKiagrtQWgLz9a+725rt/snkUb5Y4bP7MfwMFJ56EoAAs284wXXcMybm2tGBc67cB6/RicF5YrQJ80n/WafL1rAxml3sQZc=
39
0(0)
sMs7cirEU+ImpKiagrtQWgLz9a+725rt/snkUb5Y4bN7mH28qPOjG2qK6x6wsYFuKnpL3U6xA8pHr4IxXhBdTjQFm9e7mYOpS0x9WX4BRSE=
29
9.5(2)
sMs7cirEU+ImpKiagrtQWgLz9a+725rt/snkUb5Y4bN7mH28qPOjG2qK6x6wsYFuKnpL3U6xA8pHr4IxXhBdTjDFToh+4bYMOM3rICmjuyM=
28
7.7(3)
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53
9.8(5)
sMs7cirEU+ImpKiagrtQWgLz9a+725rt/snkUb5Y4bN7mH28qPOjG2qK6x6wsYFuKnpL3U6xA8pHr4IxXhBdTtZ0se0OLF2ctwGm4DGvRVw=
50
8(4)
sMs7cirEU+ImpKiagrtQWmh3FJZJndkgw2FlJ+gbTrRAfkjCaJiDXkeiEVR2AzLSUnD5SXN3YAQ1dxmWNSRdmg==
121
8.8(8)
sMs7cirEU+ImpKiagrtQWmh3FJZJndkgw2FlJ+gbTrRAfkjCaJiDXkeiEVR2AzLSUnD5SXN3YAQ1dxmWNSRdmg==
46
10(1)
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