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gHXR2fYVxHyH/mKhbdI2ohnToMsj8ut/9UTLdUc87cY9oaQJymsqblhZYswT7YAT9DVr+96fl557yNaDuvENNQ==

4

0(0)

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4

0(0)

gHXR2fYVxHyH/mKhbdI2ohnToMsj8ut/9UTLdUc87cY9oaQJymsqblhZYswT7YATrfqAtyf8BJxWVffgSUMPtY+d+PA+1SNYwZX2BPV8Z8m0hgcbC0mffEQof6p3niKy

8

0(0)

gHXR2fYVxHyH/mKhbdI2ohnToMsj8ut/9UTLdUc87cY9oaQJymsqblhZYswT7YATD5O74/ZQKdOVwtZTQEDmYA==

6

0(0)

gHXR2fYVxHyH/mKhbdI2ohnToMsj8ut/9UTLdUc87cY9oaQJymsqblhZYswT7YATdxKfYKI3a5f3VzZkO4bGSewcSAD1cgXa4xmya/7aw6yHxlHjmSO17WxgZdFqDZN9yerN3xJpZj/Ezf1Fk/oV0lkt0a510gddvst3D7hwcRQInkPyt2k8Gja2xpkZQflo

7

0(0)

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8

0(0)

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18

8(1)

2BIRUR712W99iwwxh3js4YRmlgXUKblNXoSflSrdwIONyYgDj3zNmMB8D0WAbEvOyYzgu+eMoMvs6h8/rqjYOXTEE8bK+Em81OoM6kkwdA/yepVrXAWENWJXwTg/1DcMghwDuZvn88+sI1fGz0dx4flLpXfUiskkHY+HVFl9qEE=

32

0(0)

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41

9(1)

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45

10(1)

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94

10(2)

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53

7.5(4)

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29

10(2)

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