20DxkAcrsXJHexLME2qksV9CcJL0BmDJFseXGy9A7VXHI0uLuymeQntxJPnyVUba

44083+83/fVIgSuk0XXrJRgrMcUnpiEeshSHlhoNN+c=

0yII9lOg0/V2PU6qO8Mj3PP4C6f1kBHGgTQYHMAHq4S7Bo4p8mO8Dby/9VCBi1dVPTYVl2462eE0o8GyUm1DF961mOerIwO/AooBEzE0bdFUwW6XFpafmfkTcGd7RWjvitQgif2GxWVP80aUTsAb7tTyBbF0cUYwKMqJhkJ1VggYiWVhL1ULpI7pnZsdyrY2

21

0(0)

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12

10(2)

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10

10(1)

0yII9lOg0/V2PU6qO8Mj3PP4C6f1kBHGgTQYHMAHq4RB8V/F51L9oH2PM7BLHwst2gthPtoff5JzgBZvlT+4A8Mbc4q6R04cjdR3cYkGCjM=

3

10(1)

0yII9lOg0/V2PU6qO8Mj3PP4C6f1kBHGgTQYHMAHq4RB8V/F51L9oH2PM7BLHwst2gthPtoff5JzgBZvlT+4A41MKGAi5kKB3Gnc7fMVIv0=

3

9(1)

0yII9lOg0/V2PU6qO8Mj3PP4C6f1kBHGgTQYHMAHq4Soqc/TuixPTzNnyqtvnGbKf65U9H8b2N+whPmDhdP4xUFKKFyF0Zj/VM48f6gagcj4uQrVi6pen1GIVB3sDI7E

8

9(1)

0yII9lOg0/V2PU6qO8Mj3PP4C6f1kBHGgTQYHMAHq4RB8V/F51L9oH2PM7BLHwst2gthPtoff5JzgBZvlT+4A8Mbc4q6R04cjdR3cYkGCjM=

4

10(1)

0yII9lOg0/V2PU6qO8Mj3PP4C6f1kBHGgTQYHMAHq4RB8V/F51L9oH2PM7BLHwst2gthPtoff5JzgBZvlT+4A41MKGAi5kKB3Gnc7fMVIv0=

3

9(1)

0yII9lOg0/V2PU6qO8Mj3PP4C6f1kBHGgTQYHMAHq4Qih2uKqfN+dq8hAIK84+5c2657aVDZ362HlXL+iOBZD3/MAhjnfjtKPYtUqg45+oM=

7

10(1)

0yII9lOg0/V2PU6qO8Mj3PP4C6f1kBHGgTQYHMAHq4RB8V/F51L9oH2PM7BLHwst2gthPtoff5JzgBZvlT+4A10JusWwTcOSPQJ7pVG0BdI=

8

10(1)

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17

9.3(3)

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