4sJEhXCWfsdLhtdv43j3p9OLxuAO5ubwwgBtTKafCbcw3i6TyJdiYxzuylDYhBbi

1niea3d0wqPX30AGNvG0dGglJUhTJDmBzzLsIv01slQ=

R0S0EaidWe8766EmUw0id91Ju4aHdXuX3Uk0T3d9qRojwRfmxNb1N+CnwpNkQKPrgcX2nwVz8M1hNTPU/nlagp0ExxHodgAS+h2ylHgpacmIBjr9ZgqBooUX4KbENR8zJJnksVeUJ/bseOHyRcqtjZP4/96dtdmPX+cvxpY/HHc=

39

9.5(2)

R0S0EaidWe8766EmUw0id91Ju4aHdXuX3Uk0T3d9qRqpNBBSX3yfw4h3UUGIH0fYkiGN9yn4zaryEoa9pKJvfuOvKskAoO2n/xMg9/etibo=

50

0(0)

R0S0EaidWe8766EmUw0id91Ju4aHdXuX3Uk0T3d9qRpyjiNCNGnEXA24GJwP5wJOgS2xtXq3zjrqP8SggEnt13puYMz4Jpkt5EbWzZH/JgKrFzc5WiWzRqDk5tK/Xrtj

12

9(1)

R0S0EaidWe8766EmUw0id91Ju4aHdXuX3Uk0T3d9qRpyjiNCNGnEXA24GJwP5wJOgS2xtXq3zjrqP8SggEnt13puYMz4Jpkt5EbWzZH/JgKrFzc5WiWzRqDk5tK/Xrtj

10

9(2)

R0S0EaidWe8766EmUw0id91Ju4aHdXuX3Uk0T3d9qRpyjiNCNGnEXA24GJwP5wJOgS2xtXq3zjrqP8SggEnt1/b1iIy7husjiRJBRK2MMQM=

26

8(1)

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105

9.3(4)

R0S0EaidWe8766EmUw0id91Ju4aHdXuX3Uk0T3d9qRojwRfmxNb1N+CnwpNkQKPrgcX2nwVz8M1hNTPU/nlagmFLZp+X5cwM/Cun/ffA9/zs09dyW+X7vmm3uyRBR5zb94BVvXZV7WN9qxcRVm+ggC3iwNkPaPJUiuRQljIkj4tVVNRJ/txV/V5bcYHLrGNr

144

9.7(3)

vqLacLaKLw5n1OoiBbf7NxhkbxZjSzFuKIXso0u/JQ54TtGB3FMyejWPuFDSs3pN6b7FG7UXoTJM1aLzejfE1FIThplaQWGLk61m7ZPFGWk7iBpTawUaW0eW1Qp8ecb0

34

9(1)

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49

0(0)

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190

9.8(5)

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51

10(3)

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108

9(5)

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