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0
0(0)
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29
10(1)
vzMvtuCcFn90eOf58CtitIZFWMu5mS64zXCNCWStz2B4fT7124YXh6n0+aY5aSy/9lNnulB61vy78dZqkV91l0NNoFIG3OSQ1/D1BS2iM/b+Dsc2O3Y+MJj/zHonCmzRWevOSBP92S13ZNODEb3YjegOXwfz6rTMTDRhUbReWAtFokUi35R8e58wK82EAC9R
20
10(1)
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28
9(1)
vzMvtuCcFn90eOf58CtitLgyDtxRUBCBmNEkHlZz2VF0lCJqF00bMbO4w0U1GDeiaddtXH0zSyTYF0YoDs5zbrjdwVnDSHCiFTk93DR4m0P4QDXY6pYNI+MyPiujDx/cQGdbBD9omGZqLGbH73muGr1fzM8M9trUNTox126C1l9wjd2ptYK7mvU6EIg5EdXd7aifxyFfesnxfXTKZYaagl4O9HCvNx7t0SJqQG23dmg=
30
8.5(2)
vzMvtuCcFn90eOf58CtitLgyDtxRUBCBmNEkHlZz2VG+UoFrFOaJwTjKd6opv3hywEcdlqCzc4CxM0tEHagiJUDDsO2rrZPh4lXlPYojdsYCmJBpzHsLO+c3hp/W4IpnY9/1qXRz6uu7nfTGs9cVFJXVP5I4Eqapg4jTyBbdf03DceK7NUV6y6tI386ZCE94shWymYUEhy5+NYEzMiJDJ1rsxK4a1Xc4jOQFF0TsEww=
25
0(0)
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34
9(2)
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20
3(3)
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38
0(0)
vzMvtuCcFn90eOf58CtitLgyDtxRUBCBmNEkHlZz2VG0Yln5fpjcv5PlLmKFRsbJ/rfXnGf2CSvT7a4CwTvYaOvKHgP9lx5LRVaHwEA4kLEtpexTGA5fER6uhDJpeKMb6mhBMHszS/ca34CHes0XC+dRcYSl/h3aLSxODSSO86bBr8JYme4zFEoKiRl35Kf9
40
0(0)
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17
8(1)
vzMvtuCcFn90eOf58CtitLgyDtxRUBCBmNEkHlZz2VGxnZCZiMrNy8Rh+bNHDkOr1NUitLdX6z1SfD97xqsXGFhvUiJnEmql3LMDyDWaQPrW2D8S/mH9HA/DZXH15BLOw8ai/x1pCMHC2itcevNU4gOk4dGqWN190090Y2bTc3a2otYLIck3lqOa7q2w7mCy
53
7.5(2)
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32
0(0)
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26
8(1)
vzMvtuCcFn90eOf58CtitLgyDtxRUBCBmNEkHlZz2VGYSVtSvztUEj8r0hMwAa0diVpjJ8aK7beqArA+QD3KYUuDMPdLRF1k86MWrWXOS4AvuBWP2xoB1E+APUC3HSdrSaNnapu+Y/THkB470lVEVA==
64
8.3(3)
vzMvtuCcFn90eOf58CtitLgyDtxRUBCBmNEkHlZz2VHa04YnNTX8sh46JEU+RJqZcBQNScL/XTNdmV6a+2nW4pv/+dKzOZToZLg6VpUJoaYsi2My3VC+KRoyW+B3AjIgP5iX+GoYFb+rlV5N1ClDKQ==
63
8(2)
vzMvtuCcFn90eOf58CtitLgyDtxRUBCBmNEkHlZz2VF5pwhZ21+nBk3fKOyJevkE/44FjOrfvmIhv3uTl6Uz7LnO7mfL+wi0+pFlQy8nuiBGTbhbg8cYgVXbfsAnKNm/n9Rj/SaAVZ780ok2bTDl/kKPSDKelBOmaXDfLjls96x48uaoT1kah/GYY9D4uDG5uZmOF+YfvTwb37K5BaKBtsdZ19JHU46Ot50vS/PYuqALQggFaYIyKHN1xOIoUkmv
54
10(2)
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37
8(1)
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18
0(0)
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22
8(1)
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