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0(0)
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4
0(0)
y6PCaBtNvYWFK7Rm9SBFu+ivsFE4hSrJ1iTSvPkZRleKHxiHvin2t6HAbI3T2zURHnbLvDKLvFibjxHQq7iKaydFNI9g0im2MbLtV8doiqo=
2
0(0)
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6
9(1)
y6PCaBtNvYWFK7Rm9SBFu+ivsFE4hSrJ1iTSvPkZRld2Hf7DEw+NiUQfDmKoZo0JmKCw1WZb9tDCijti0gnJ2Gsf+QGuu2Qc6FRntafvDQg=
6
0(0)
y6PCaBtNvYWFK7Rm9SBFu+ivsFE4hSrJ1iTSvPkZRld0MdFAQQsi7gAj5MJQ1R5mAkwA18CILUPHe6hJ5Pn/jdWp5Bvx0c4iXNEer7hyTrs=
12
8(1)
y6PCaBtNvYWFK7Rm9SBFu+ivsFE4hSrJ1iTSvPkZRleUOYpPRwm7/r+GjdrP32ijD0U/3IVhqkef11NB9wB/3K0I0BegJCPsI422E3O5ulvxDRkNNQ9ca6AH+9fs/vke
19
4.5(2)
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11
0(0)
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8
9(1)
y6PCaBtNvYWFK7Rm9SBFu+ivsFE4hSrJ1iTSvPkZRletUFL5lY1Eec+9ksus7Kxj3vBMKX8nqhaz9waBl4/rgYVmxMK+Dpzlnal42HYOR4A=
14
0(0)
y6PCaBtNvYWFK7Rm9SBFu+ivsFE4hSrJ1iTSvPkZRlcppiX7b/kuf2cEr4wajnQJEHv6o4W3B+dKKUMw03IZZhWOEhAVQB+I4c9TAbqTKgnk/sEiASTMAVJikYmkJW7A
17
9(1)
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15
1(1)
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28
9(1)
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27
8(1)
y6PCaBtNvYWFK7Rm9SBFu+ivsFE4hSrJ1iTSvPkZRlfGMZQBkq9fyKOSP8/EauwinJ4K0S0+J483vEfZ3lj+Qzvk5kpbttfmYBryUfHMByA=
14
6(3)
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16
6(3)
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30
9(1)
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32
0(0)
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23
6.5(2)
y6PCaBtNvYWFK7Rm9SBFu+ivsFE4hSrJ1iTSvPkZRle3g/lAeMKbTTnXFP7IOTNcRvUoCVmRIkwbxWm/yX7rNRfGDOMFO51+G1AF09U5w5FAOU8omaSEMX8JYWOIrps1hFUMSEKtIr8zi62YyLKamA==
6
0(0)
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