CslcCG+Y38D8Rcrx/LfrtgNBMre8S+0v/u+p0WSm25QMX1/EkV9ZZQ4SNkYi8U3j

k+iFwmLaHNnaP6asHcKXExy9XwkbW+Gyj1cGCkMR4Yk=

1
2
>
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3WOMEnwd/lEOc2rMzlRxEYd397NgdduMOiJPB2qmxaP/VN7zwWPk3x0CkuF10c9oSfqV9HIY5gfpd1JWuFYBDQlAkNg3KNLiCLA0iYbBkwX0Ktd8JtvSeIY2/aIkklMDhYmNDPhlADQLlFEbpwJxmI5C3DQRllGhcUmqwb2jlb0=

10

9(1)

3WOMEnwd/lEOc2rMzlRxEYd397NgdduMOiJPB2qmxaP/VN7zwWPk3x0CkuF10c9okwzaTBhLQlO2R72pBrnlc9v1hGimy7Woy0ntT3+qTltIrecI4HviFNMzVDzwaqWpRlcRJCMoVwTM9G2rZm64rellQhJTWidq7b1JlDLTtDg=

11

0(0)

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10

0(0)

3WOMEnwd/lEOc2rMzlRxEYd397NgdduMOiJPB2qmxaP/VN7zwWPk3x0CkuF10c9o2wnopU7td+ctL73g5z/qwnbk9PPgLszoMUWOQp+ZdcxQsBRX/9bPi0BgFoWdc1Wr

4

9(1)

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10

0(0)

vYotjSi3yVTpvken0FV3VFtkRG9BMsFOYSS+JXqnJTA=

3WOMEnwd/lEOc2rMzlRxEYd397NgdduMOiJPB2qmxaP/VN7zwWPk3x0CkuF10c9opCKcnOLF0C0HhrDm1KkgWvfC/uZPBGQ6vgWPQrCDvhx/STF7YOayVbGpx+ayEJrJ9bqzdaKzeyyV8xv9vXK5UIjntZI/ndVchF9aFYOHIqw=

17

9(1)

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17

9(1)

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25

9(1)

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52

7(3)

3WOMEnwd/lEOc2rMzlRxEYd397NgdduMOiJPB2qmxaP/VN7zwWPk3x0CkuF10c9o34JsKfbgN5tS0pfl6C/JUyDPiOSIvyx9b6NjeO8yVsDUPE+PS7p581dWgbd/+L/52pWSm7idl9n2rLlYeMydCjE6JnSVK/uyKVOIwHK7mh1jWJZtYjalCq0ySS5w2Qg6

51

10(1)

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33

10(1)

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51

10(1)

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39

9.3(6)

3WOMEnwd/lEOc2rMzlRxEYd397NgdduMOiJPB2qmxaP/VN7zwWPk3x0CkuF10c9oZoLG7uxx3ieOWtxFHi+CYFfurGl3C/sASPxvrvVLYAk=

19

9(1)

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9

9(3)

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7

8.7(3)

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24

9(1)

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21

10(1)

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30

0(0)

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18

0(0)

1
2
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