OslRWDJLdRSx5F3LF4BH4XEXgIxVLcdN0bSqf94LhrrIP9efVDmv+R1zCZtQZp/k

S/2pJQ261gmjA8zCesg3QgYZn5q8PRRLB2BqGR+oCP0=

1
2
>
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14

10(2)

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5

0(0)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ0bppg1TY72mEvswJaiirx7HFatB303U7B/Vb8CaIbRW2W58RJtlnjd9dFjuCLApvqv88op9gS53YlcSY2FtM9X9GKfpzgSzGMk2pVG/dnPxw==

14

10(1)

aEkiCBNJs44ZDi7TgsRmHy7I+RYRFcqaB2191JcanloMl2eceQNSULeUOHZ8wEFL

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ0bppg1TY72mEvswJaiirx7HFatB303U7B/Vb8CaIbRW2kqxoqy/86+2Ir9oufP58w=

4

0(0)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ0fP7G1IFO6UMtOR2kmPPzZm5kT/ZOfd2fZRFtHmk5fNw==

13

0(0)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ0fP7G1IFO6UMtOR2kmPPzZm5kT/ZOfd2fZRFtHmk5fNw==

21

10(1)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ1kj30VA+BvBOceF+WpxAn9xQ+yGEd3WdMM5v8/tGochFSpYGzgocws7/ww6kBs7ak=

12

10(1)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ2qctkrTw+wGDBxoVSlYTApYfePiHFOPebPkJmRlak5BEU4qtmuUdzJHtPgnOdQsO8kic5O80V21+c45unQX8TUGTwD0hbg1WAVdOrKBhY/ow==

120

10(3)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ0fP7G1IFO6UMtOR2kmPPzZm5kT/ZOfd2fZRFtHmk5fNw==

20

0(0)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ0fP7G1IFO6UMtOR2kmPPzZm5kT/ZOfd2fZRFtHmk5fNw==

6

0(0)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ0fP7G1IFO6UMtOR2kmPPzZm5kT/ZOfd2fZRFtHmk5fNw==

22

10(1)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ0fP7G1IFO6UMtOR2kmPPzZm5kT/ZOfd2fZRFtHmk5fNw==

35

10(1)

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30

0(0)

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38

0(0)

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11

9(2)

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56

8.5(2)

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10

0(0)

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40

0(0)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ1kj30VA+BvBOceF+WpxAn9xQ+yGEd3WdMM5v8/tGochOp1BM7dE3yrp+jhMIRBTDY=

27

10(1)

ymmDfDx2D0FesI5jl952W9XK1kPSZhB3JndPfGc/rZ1kj30VA+BvBOceF+WpxAn9xQ+yGEd3WdMM5v8/tGochC5nSlD7sBTBQXqm6wgCX4Y=

39

8(2)

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