OW9lgarNI582wiWTdS6C/H7A+teplb/mhb1eDE2r1ord9i2ce4WnA1XXYgpi7blV

z7017AAyB5LWbMi9FU3vOVsvoPjNlRxFt31w+rT1U0g=

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUiKzQWmXRuTfWUhg+hO30L0eUsX7rSBnR1VdnsFgIasMrVcz0M1VHqPXyXJL9S1q677Yn62UuKljgfr5sgHsIu0w/DApGyEkNNBnXV49grymNpJOeJ2Skv3t8xKOFSzIEo=

5

0(0)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUiKzQWmXRuTfWUhg+hO30L0x2NBKpjwnH8p2otZfXRGq/bWuiB7hUrnIFk8nNIdCoxXr7OInifD98hugCOv61GcQh8gu7n8Tuam1rvaHO6wgA==

4

0(0)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUiKzQWmXRuTfWUhg+hO30L077Ey2i3euTBp1SSfvQBSuVxkOShAenaCxaPFBK743nc6AXqSYHejC/HI/6o69XW2lHOhx3OYpjpG70EyEeiiZg==

25

5.7(3)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUjA9Nlq9KbYqkHwgI2/FwLCiRDmR9K7LHAPxVlm+vKQ0T77MkIzJK2VHywI00mUt+EVBDvKhvih2GaKf/HEtbyCOb3jL3Lt/mWl7KCEEGoFXQ==

19

1(1)

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44

5(2)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUiBuswJEfPB7GUNbd81xGga39lee8ahQGdfokpSOV8MGtDsDF80gYaGfUts4p705CI=

16

9(1)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUiBuswJEfPB7GUNbd81xGga39lee8ahQGdfokpSOV8MGl9lG5zUuqQ0CFfTcC0w6MU=

15

0(0)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUiBuswJEfPB7GUNbd81xGgaXTdYzhGh1MTUnYfaESX8DU1Xs0Gj8GUEbfz/RNRBtSE=

6

0(0)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUiBuswJEfPB7GUNbd81xGgaGhZ7uKMzJW8lAcZEWLlC1A==

89

5(1)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUiKzQWmXRuTfWUhg+hO30L077Ey2i3euTBp1SSfvQBSuUHS9OIbQjLVfCrXhiLyC5elU90lbs09gWmAIsZvTwFsaDutBTOcKoTCigx18/OkXS3nNDllhqhOlZbbUbmoZHo=

50

9.8(4)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUiBuswJEfPB7GUNbd81xGga77DOrdtJmYTVH+hSgilTP9f0rbV+JB4BC/7sPd9RQbCXmQloJ7MVSWESSTXB65Iu

86

8(1)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUiKzQWmXRuTfWUhg+hO30L0BPH92mP0qPYN5YSg9k7TH13d1F/X3zv0+FPfLnYiazq9NYwpd2HUPTrmqkICnIV4/bTyaXpAGNfJx6yC048+Ag==

42

5.5(2)

/bgAtgHtI8TCdiC6FMbs9qqjzd4MMQd5G0ezgHroaUilzSZZx/JLvjD7/bn9V19XiRvFgRdLzsDYhMMXOTa3AJrKttkAFn9knYaBBPIyJoQ=

34

8.8(4)

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