yX571ZqOlgeGtGNdqSrsjZ+8zy743yKnJItuhXF0HDy/jmihIq7H+WdQWSYD/yf7

wZk4baISIAgbayYnrmewdTcky7Vlv5cBaW5zjuAeAeY=

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX23CeuKfkXHoLtQBr9QhyGfa2A1tHmSg0U7A2MgxfGgUpoBpkFUZ+9azusNx3nOEbYur27bl9iFchwjKQKVFd4RoY5/xUUy5UIM7Vvr58aQ2RmygtQ5Mc5RWlswuY0o0x0=

3

0(0)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX23CeuKfkXHoLtQBr9QhyGfZnuTsUOVk7WOZgORkeqbj7BfMS+z0y7v7BjHtMnJ/AoRNikFk0U/bFOtPlNULD6qy/JNb+RcaaUOG5DIi+KJ2w==

4

0(0)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX23CeuKfkXHoLtQBr9QhyGfohZZRDfp3adPW+d4t1ifVbR5fq+uMLuKRG6fPltGX+LteEEbjOGtfam954QsiFbTjCvqkNE/Gwyk0FqJtrexOA==

25

5.7(3)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX2ejJbm1p+G4dmCPs21ebpRe84r0ccYL+E1H8ZFFXc8RqMDifVt3lOa0KYEbs7zgnBn1C8Wb8mnePBkr4LDiDsWPPTNA1JYvY1LfSH3eRGvpQ==

19

1(1)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX1fxHOmrx6H2QQZifRCiS8Jf7VEvZvnpUxVjoCzUj7qWH0rpUEcsBC4AFpD7yU0quw=

44

5(2)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX1fxHOmrx6H2QQZifRCiS8J0wneEivHtIkiLraBgRfju+WsDiWE+QtKYraF0Z9prcU=

16

9(1)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX1fxHOmrx6H2QQZifRCiS8J0wneEivHtIkiLraBgRfjuxASZHo0RIkikB/mabKvekQ=

15

0(0)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX1fxHOmrx6H2QQZifRCiS8JgQK1zq1xqPvSRuvUP5SmvJAe1cZ8Kvmglhu7l7TSnig=

6

0(0)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX1fxHOmrx6H2QQZifRCiS8JYBbMc9MrJUjI2Y/lpzbmNw==

88

5(1)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX23CeuKfkXHoLtQBr9QhyGfohZZRDfp3adPW+d4t1ifVXsUFugl0cLHCmwun1znZa+TZPXYl7cBf31HndfWAmj0YPRv5Iv5Ldg0hE9lWx3LT6bQVixNsB0SIJ6mfsTCrI8=

49

9.8(4)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX1fxHOmrx6H2QQZifRCiS8JmnPIEcBm7vyJ/BVK2UIoIJnF5WgpFxdkpadD/QLKfLtOXZD1+XjKu5zRFUX62hR2

86

8(1)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX23CeuKfkXHoLtQBr9QhyGffpiaqwwYQCosFV1US/lYPRdZjhcEITraLkR5jZIV9YhHI6ku6sw3BiZaEebQs3f2dg2bZUk5iIzz/5SARY4zhg==

41

5.5(2)

STof1jfus/1ieWSODpK/XcHWHyPt0CXxgebrfw0fjX0n3hpYZDngVYbCX6CLssmXOVVjrjvjXh1dfojuIPQUDJNZTzv5C/lqeBN6eTOwjiM=

34

8.8(4)

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