W0Blz+OFCHAqiyxzbycXFXg9dK0Fw8n7QEuPGTfkbIs=
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  1. OqshZN70sPscutTXDvxfNru1G48RuEaz92zDkK0bPIQ=
fTmnOCCS41xTgQ81uxSgYIK5sVXUuGdDck0fzlw0/mE=
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cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LVBIMzDOIZl6zZkkeFih9lGf4MVsGfCQ8+dc3p6FpYtDqlWbhJzfgRnUVczYUEE2U=
 11
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LVBIMzDOIZl6zZkkeFih9lGf4MVsGfCQ8+dc3p6FpYtDqlWbhJzfgRnUVczYUEE2U=
 7
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JbnUzaDk5OYhb7hN1rJd5Suc+gJKWntPc8IlwkCnX/Wy2/Xy699RjWOFufCkzqaPrlNB+5hK1+2k7VZHIRw+un
 29
9(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JbnUzaDk5OYhb7hN1rJd5Suc+gJKWntPc8IlwkCnX/W6ATb70knVtIuWdhv8tpjYNzE2rMiGbAMqyDirlU49Xy
 41
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LWkfcx92VGczIlkXXzgF6gBf8uCgdBsvRi5JRTIJKrTJu2g7QuNG18/9mMgxIsKJs=
 42
8(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LWkfcx92VGczIlkXXzgF6gBf8uCgdBsvRi5JRTIJKrTJu2g7QuNG18/9mMgxIsKJs=
 41
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2KQFcR+nn0q+2rkYNB/uX6fryXS4KKyvobxZ/aN3EhjRR9YksSg94BhlOe0posBDN7STY3UHRxtSvcaAgdYwuOO
 18
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LmJ53UAK6MQh562iQt1fNEBknzU7wxrJK9aWoukKiZzfMGloCxhp74qhzJgF1by+Y=
 18
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JBPV39V31J39o+C/tqKkOGXJCyiuzaIYJ3bqyJlQr1lwY9O3GALSLfdz/2javnaUI=
 19
8(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LmJ53UAK6MQh562iQt1fNEBknzU7wxrJK9aWoukKiZzfMGloCxhp74qhzJgF1by+Y=
 17
8(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JBPV39V31J39o+C/tqKkOGXJCyiuzaIYJ3bqyJlQr1lwY9O3GALSLfdz/2javnaUI=
 22
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LmJ53UAK6MQh562iQt1fNEBknzU7wxrJK9aWoukKiZzfMGloCxhp74qhzJgF1by+Y=
 26
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JBPV39V31J39o+C/tqKkOGXJCyiuzaIYJ3bqyJlQr1l0c0KU3DBKMEGB4+ICev1E0=
 35
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LWkfcx92VGczIlkXXzgF6gEswoe0Cmbdr3LAlEHqR+MvyT2nijc6MyXNf0B5BL3WA=
 15
8(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LWkfcx92VGczIlkXXzgF6gEswoe0Cmbdr3LAlEHqR+MvyT2nijc6MyXNf0B5BL3WA=
 16
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LWkfcx92VGczIlkXXzgF6gEswoe0Cmbdr3LAlEHqR+MvyT2nijc6MyXNf0B5BL3WA=
 20
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LWkfcx92VGczIlkXXzgF6gKrFhHOBLvWwnl6noOoSjS9yg/ip9c759O/jtQHzeh0k=
 41
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LWkfcx92VGczIlkXXzgF6gKrFhHOBLvWwnl6noOoSjS9yg/ip9c759O/jtQHzeh0k=
 11
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LWkfcx92VGczIlkXXzgF6geyBy10KKW2j9QBDXtWnxrqMno7Vsk0a5CQsj0GYDuFA=
 47
8(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JBPV39V31J39o+C/tqKkOGXJCyiuzaIYJ3bqyJlQr1l3YO/MLmT1Utlo24FGbjCBo=
 62
10(2)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JVeKST0x+cbeDBm9XiOKABV+mkc0oztRkR02AQJMOOVeNO5aAChlLM+do0sWPL4aQ=
 30
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IMm5nNbQgYSSQYcBCrSDIqXwjyvjZwVQzeXuQBJVRN6XHLQ6e1CbaE/A639YwGqIg=
 25
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IMm5nNbQgYSSQYcBCrSDIqXwjyvjZwVQzeXuQBJVRN6eRfPXeL6SmEVa5+qWK0CWA=
 25
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JEWGNx9TYzkiF7cBfZRdbVosM59eGN1gmdJk2PmxRtrTzZeKxcpyEAZ4aRDqRfLvE=
 19
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JEWGNx9TYzkiF7cBfZRdbVosM59eGN1gmdJk2PmxRtrZsypkKQ/Cx/xc//eyuYvcE=
 14
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Ln3JAD1ZyPfz1o5m3Ys6odmxNORkTGHhZ5pOf42w4dqA==
 11
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Ln3JAD1ZyPfz1o5m3Ys6od3hCwNTyeenAPfSRqFA757A==
 9
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Ln3JAD1ZyPfz1o5m3Ys6odMCaDniRDkYCHbSvxf3T2hw==
 6
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Ln3JAD1ZyPfz1o5m3Ys6od1OCaWXMy91Drw1YlIjEjKg==
 6
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Ln3JAD1ZyPfz1o5m3Ys6odSkirmL50m8FRbN98vs+g2w==
 10
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Ln3JAD1ZyPfz1o5m3Ys6od5qMq+g9bpaRtU3ReeCTmgg==
 15
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Ln3JAD1ZyPfz1o5m3Ys6odThYcX8HSFfc6d7YQ4r0iwQ==
 7
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Ln3JAD1ZyPfz1o5m3Ys6odCfffoBWX+KcOJRB5vOBQKA==
 6
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IwOb7RTft3776CWKgsjLKl1Z0I3GJ5s/GD/vzEwmcoarjnilD9mAv3DY/IFHWdFMI=
 36
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LLebSR5AIUKgldS6ncAeEcW1OABkO33vQwLudIj0WK0Txg/GxXmSK1gg1vBpW+Q4M=
 8
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JgWFwfynGfp1O6OaqNmCih3F6jqMG9GQzqhWWSU4v5Tg==
 6
9(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JVeKST0x+cbeDBm9XiOKABV+mkc0oztRkR02AQJMOOVeNO5aAChlLM+do0sWPL4aQ=
 15
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IjpBS9CZbmCwvOUHBoRVysgctJdODvAubNovz9U7tUN+x2in7LRkb5Li/Q8/660LU=
 14
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2K5TiDrA91tPMcxCo6g0D+E7QMDhBi9+KbwkJxhrPd9oZb1Y/dTVlF/s3zeI/3HLFg=
 52
9(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2K5TiDrA91tPMcxCo6g0D+E7QMDhBi9+KbwkJxhrPd9oQp+bgG5dEHPMOX6/zwfo14=
 42
9(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IjpBS9CZbmCwvOUHBoRVysgctJdODvAubNovz9U7tUN2eiGtLTikl8nq9JU6J2s78N1C7aEp8K5zOn2XsEvfGo
 68
9.5(2)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IjpBS9CZbmCwvOUHBoRVysgctJdODvAubNovz9U7tUN2eiGtLTikl8nq9JU6J2s78N1C7aEp8K5zOn2XsEvfGo
 40
8.7(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JBPV39V31J39o+C/tqKkOGXJCyiuzaIYJ3bqyJlQr1lzvKgBboJRqapFB0AGBSJrg=
 39
0(0)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2KQFcR+nn0q+2rkYNB/uX6fryXS4KKyvobxZ/aN3EhjRR9YksSg94BhlOe0posBDN6BA8pKb5LLNkalvmv3n0ba
 47
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LAbrxnhumgMXp8uedZV7Q1/l448+EXN9Wg4HDqhZ99WKCF69XlWOUVZQSOWBsQDa0=
 49
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2K5TiDrA91tPMcxCo6g0D+E7QMDhBi9+KbwkJxhrPd9oQZ9n/pH6t3iR1RH/W51k50=
 52
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyVGiXCiMtK2BlCsnazVUHccAmAN6mULoj+DtPBLqGDuE
 21
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyVR+Q6UpX+Xe2bsKJsvkbYCHyu/i82i2s+z2dNZW1dkp
 22
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyUeVt0BAul+OGsAyzxvlhXg=
 27
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFycZuDUk7q9Lq/XOle2rf9Pg=
 28
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyTR6CyuT55DKJBfZ+LSqopeWNXH4JTAs/KZGdVUb7IX0
 20
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyQqN/CnbWk+IhamyLDfqmyLES/4aK0gsxWJvv87JqO96
 25
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyThr41m5mmYR/+W0Cm0ygGLGpemzBVdFQVarLLticu8Z
 24
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFySkgmopeuG/GpvZu/tzAPOojqfUp6EU9cz01FwJssuMq
 16
10(1)
ubooWDaX6z57xabv39qQW8IX3+Ll2mbvygdpa2t+okiX1pE9TjyJWX/zK0jtSzgvGwOykTOLYSyYh0ZDakn9YA==
 49
9.5(2)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lpw7NcGcwAs86dM08DpZnXWJZmsia9qJIAPtJXpLKBzcwa90nzNEaA2nU3TuoSf3A=
 69
10(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LmJ53UAK6MQh562iQt1fNELknH95G5YhA6lhUb908CbnDEZads/351Bmziz2c3ca4=
 30
9.6(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LcSGUI0jWVzdNqxLqaeFcA84BsmuBYPGwt3DJ/bGhWhpBIsQ4bvDkqRi2q3xIhgpntsTGAsRhEJVBgkrSi0SoC
 45
10(2)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IpdPChsyKG507AdLN0WR/3pe5NdjlVecsFAp1cQyOL5Y8LtsObVTRx7TSW/k80VzY=
 67
10(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JVeKST0x+cbeDBm9XiOKABV+mkc0oztRkR02AQJMOOVeNO5aAChlLM+do0sWPL4aQ=
 68
9.8(4)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LcSGUI0jWVzdNqxLqaeFcA84BsmuBYPGwt3DJ/bGhWhoIvOww+1pyIROB1UpwudBoCP294E2J/zBOuTy+rxjni
 61
10(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2K2pwmRI8hzOwA4a66jKNVcWaOv7xn2nMdEeZKby04ySKQOqEWnptfgE/Pz/2bZLkw=
 23
10(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2KQFcR+nn0q+2rkYNB/uX6fryXS4KKyvobxZ/aN3EhjRR9YksSg94BhlOe0posBDN6BA8pKb5LLNkalvmv3n0ba
 63
10(4)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LfqvdccMqm71+IphFOvYWcBVjC/txuMIx0UzFRFE73IJJx4zHb1VNgkD1fpoM/nifbFKOgLKRWJqDJ3P5jmUEi
 24
9.7(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LksPFrDhNdMqa3fzk9PkfkuTj59snRO3qjxwzPvx79W21zHaG6b3PXz6GQtF0h8u36hvzm6Y/Zj5dj9zHvNYdF
 49
9.4(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LmJ53UAK6MQh562iQt1fNEq5POyfYYCQCJxsaSjIkOoiXpaSMeGirz0mhZSY+f1Cg=
 69
9.4(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LAbrxnhumgMXp8uedZV7Q1/l448+EXN9Wg4HDqhZ99WKCF69XlWOUVZQSOWBsQDa0=
 97
9.8(6)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2K5TiDrA91tPMcxCo6g0D+E7QMDhBi9+KbwkJxhrPd9oQp+bgG5dEHPMOX6/zwfo14=
 76
9.5(8)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LmJ53UAK6MQh562iQt1fNELknH95G5YhA6lhUb908CbnDEZads/351Bmziz2c3ca4=
 69
9.4(7)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2K5TiDrA91tPMcxCo6g0D+E7QMDhBi9+KbwkJxhrPd9oRv6Tfp5DXdScAoDriCIacU=
 110
9.2(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JEWGNx9TYzkiF7cBfZRdbVosM59eGN1gmdJk2PmxRtrTzZeKxcpyEAZ4aRDqRfLvE=
 84
8.9(7)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JEWGNx9TYzkiF7cBfZRdbVosM59eGN1gmdJk2PmxRtrQQSgCvuM22P6Y62SKvYoTI=
 66
9.3(6)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JEWGNx9TYzkiF7cBfZRdbVosM59eGN1gmdJk2PmxRtrSPcZy+X0DKv6IU8FpX80j0=
 56
8.3(6)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyUeVt0BAul+OGsAyzxvlhXg=
 108
9.8(11)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IMm5nNbQgYSSQYcBCrSDIqXwjyvjZwVQzeXuQBJVRN6VTsI4EKJvv+TGa6yXvGgao=
 67
9.3(6)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JEWGNx9TYzkiF7cBfZRdbVosM59eGN1gmdJk2PmxRtrZsypkKQ/Cx/xc//eyuYvcE=
 68
10(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Ln3JAD1ZyPfz1o5m3Ys6odr66uca1MQWTlhFdcipojEQ==
 26
9(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JbBNRkK5aQ0BFZqgpSsx7TYfxgI3qvpb7CNoRWvEWfCbE2Pm3byvkjBF9EQWwTThk=
 128
9.9(12)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JbBNRkK5aQ0BFZqgpSsx7TYfxgI3qvpb7CNoRWvEWfCbE2Pm3byvkjBF9EQWwTThk=
 25
9.5(2)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFycZuDUk7q9Lq/XOle2rf9Pg=
 101
9.7(6)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyTR6CyuT55DKJBfZ+LSqopeWNXH4JTAs/KZGdVUb7IX0
 71
9.6(7)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Jm7AvFFXkiigRbFzAM9BMdCOMv5KTgl92MD6+j/CQsa7U8apjaTCCR7wAWPE9dPXk=
 36
9.8(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyQqN/CnbWk+IhamyLDfqmyLES/4aK0gsxWJvv87JqO96
 103
10(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2KL0H0Aejv/AXLnWIcXueoMEDNFBoEtcEQ7jn2FyN2qOdlp4oP6P8DiWp1PFHf33xY=
 38
8(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IMm5nNbQgYSSQYcBCrSDIqXwjyvjZwVQzeXuQBJVRN6U679RQc52XpHhc2rJfBfbQ=
 95
10(2)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LLebSR5AIUKgldS6ncAeEcW1OABkO33vQwLudIj0WK0Txg/GxXmSK1gg1vBpW+Q4M=
 52
10(2)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyQFqJWu/lgFBEV+r7jOdaeMPJJTNDbfoVjKLOkgL8aCu
 78
8.6(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyQFqJWu/lgFBEV+r7jOdaeMPJJTNDbfoVjKLOkgL8aCu
 69
10(1)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IMm5nNbQgYSSQYcBCrSDIqXwjyvjZwVQzeXuQBJVRN6awcc/y8aFzTU83dFmTAxgs=
 97
9.7(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyWy/nz7Jt3NpIR22N0ktDnKJ1KcKrXqve0Bz5w2NqZaz
 65
10(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFydg0k7ozZxRaaoADp9IEujM=
 51
10(6)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFyZoNnUH2SmVRagu7Deoe1QnjxGgY+4BPQh2D2WR87TP1
 87
9.8(4)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2Lp3iLV6KmIMCRxdUccXUP6DGS6VoVPTHqp5ik+UXjFydg0k7ozZxRaaoADp9IEujM=
 109
9.7(11)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LAbrxnhumgMXp8uedZV7Q1/l448+EXN9Wg4HDqhZ99WKCF69XlWOUVZQSOWBsQDa0=
 45
10(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LcSGUI0jWVzdNqxLqaeFcA84BsmuBYPGwt3DJ/bGhWhmDnksOe61kr7iWwviHF5tqhyhqLSc8rQKTZC1dNFxu2vOwU6jTuIZE0crbfUsTXgceneq87ThJCreLDXEVy6nM=
 73
10(5)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LcSGUI0jWVzdNqxLqaeFcA84BsmuBYPGwt3DJ/bGhWhmDnksOe61kr7iWwviHF5tr66MODrNuzgg0jmz/cgNyy
 104
10(2)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LmJ53UAK6MQh562iQt1fNEwd0x+fMnAKoay07860fsvg==
 40
10(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2LmJ53UAK6MQh562iQt1fNEwd0x+fMnAKoay07860fsvg==
 33
9.3(3)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2JknLwe4sa/1M9UPPINQOD7pBGrs4UGM9Xzt8u7S4+qxy2/4tKB8bfhwdP1ZbO5jf8=
 43
10(2)
cPlzSe/FvbqGp7G7VcCxwdw2+o25t1q2yTlCdMaFL2IjpBS9CZbmCwvOUHBoRVysgctJdODvAubNovz9U7tUN+x2in7LRkb5Li/Q8/660LU=
 84
9.6(11)
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