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9.5(2)
bmuvPfvgqllgklkxrXcX0nft6ElYbqL+lGInIyThRWcy/7njDHPdXEVkVAxabh0qiD4/u5fhpvX4FDJR16x/i/XhTl56tvPzcHCypdIMWmIE/+IiQJ6vfAp6SetJrz5L
36
7(1)
bmuvPfvgqllgklkxrXcX0nft6ElYbqL+lGInIyThRWcR+/Qh79WKuZbBK5fzYPd60TbEC1mO7OTT1LBqPyDi7BONKWbkN5M2V/ZXUYKG6VVUGGpIYE2pvRY7Ko357jQV
31
10(1)
bmuvPfvgqllgklkxrXcX0nft6ElYbqL+lGInIyThRWdLBcVY7vSEuTxPO5qhxEJIfDsWpDENy/rn8ASyt3d2iAafZiDqlBvycmeskeePJ4w=
22
0(0)
bmuvPfvgqllgklkxrXcX0nft6ElYbqL+lGInIyThRWcyX49Qyp2eTMVK7oDNO7/Jws6bgzNinShPHVQ9b79ssKOqlNMPfz+sZk90lLXt5xJCsED8Pua9zL0C4tgSWjnz
29
0(0)
bmuvPfvgqllgklkxrXcX0nft6ElYbqL+lGInIyThRWdCHlv+NHL1K13kgJVHtCowJAAHQg7gsVdkGs+NHrbm0CZNEYikJUUN4VzzCS+MB8c=
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9(1)
bmuvPfvgqllgklkxrXcX0nft6ElYbqL+lGInIyThRWdCHlv+NHL1K13kgJVHtCowlMgjsqxt6lKz6Bu33kr/5NcAE5PNNu+lwlFdB/ZgF0g=
35
8(2)
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37
0(0)
bmuvPfvgqllgklkxrXcX0nft6ElYbqL+lGInIyThRWdrCm9rrpWsRICSAK8V/9t6kbe+xiL0C3Hx7Ebg6LnBlV9nqUWS4xfIGqfjs/9AeIRFyIBibPkyECJqeb3EVNG2
42
9(1)
bmuvPfvgqllgklkxrXcX0nft6ElYbqL+lGInIyThRWdA5ilrBYl3UvkxytIDI4Huc/MGGauuj7hszWRIf0+wMCeicG2I7EjruwN6+QPIVhcGkE0ae+QBGNm7odjjgosb
51
9(3)
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52
8.5(4)
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27
0(0)
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32
9(2)
bmuvPfvgqllgklkxrXcX0nft6ElYbqL+lGInIyThRWeJzsRwi2vk5ZjnxUs+gyo2ao9kzhNQeBG/LA6skT0RMF72kCeEMb4EcjsW+q4AbH4=
57
10(1)
bmuvPfvgqllgklkxrXcX0nft6ElYbqL+lGInIyThRWdf1cNt7hX7hcnXY+Ir4zzv46xHxYIryX8l0DoWVtiBDEtqy325EPFMo+gBJL45owI=
29
10(1)
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