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2PZLWCc3hpTzt9xmmthU3BMi18VjPhzfzuQdDF8pYs4=

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFiXBM3FrNOdQIc0yma21svSsDnP7dATtIGCQzwBvrEzUvCKz4MvdvyYXWipanjK7UNhd4uax7LEF+XE052K937qOLPAcJKFKzWbvcfqM4Z4mE=

13

9(1)

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13

9(1)

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFiKvAbLARClAuZd8AfSD7bAWhX4e4xRtg4ReUoVYSNFnbAmzsLB9zMFkF0Hdz2ql095EctuOVKG4Ki5urf59t1QPiFJM7rRCk4n7vZ6pVkOc8BfQwer2LmAYglUDv7LszKF3HzmNVhjeadGe+hqbq+9Q==

11

0(0)

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4

9(1)

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10

0(0)

3ov61nzK8YmX1Uu3zWASoiDaWooW3n7kbiCtFBo9la4=

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFi0WTk85BjyC04K2RvtsiVF1EAh5Vv4a9nffH57NrpzLIL5l6Pn7EOrzO7np7tm7CwPWMB9QSznZPhsOZ5tkaTjCNvnFQI/H5dkbVtUzoWLgA=

17

9(1)

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19

9(1)

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFioHoNWwNuQxv1HCJ34Xcrq+gZ2R/fOZEAeo1bCRXMBmpA9OWpDQmyMz+3m4CMOonuk/pJcbvVoRiEmufv3UFsHY8PDs39AB6drdM8o5WLNRs=

25

9(1)

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55

7(3)

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51

10(1)

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33

10(1)

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFiDXoeql4vCEJPiNR98I2l7R4q78UTnr8lrnop5VieKevllSKDLVMgDssLILg8k35EREXjheGVAMJ+o3YQYTuXXgzMOCJQsOu6Gy/yVNxCf2bgyj3Oiz69zSgsTWdplKtj

51

10(1)

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFiVCYk4kjYO8u6H/ySYA7Q5f1AHnotPR9KAmonLJMwyG4=

39

9.3(6)

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFiSTzYi+0SSwyPbOXklCmMWlXSUXNJh2ZvtwAVi19e4lo=

19

9(1)

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFiJW6BYV4uJzoESQh0AWABmBADcuh+eoh09tQjzphz6do=

9

9(3)

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7

8.7(3)

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFiPxXx12xXEOxdI+hyPSXEc4n78GdVTZE7Rx5xn2aZc+Ugp/c/K+Vccjewncr+sY7z

24

9(1)

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFiJW6BYV4uJzoESQh0AWABmGSvauRUFwv+G5mUOG8hW+E=

21

10(1)

FXgRV7ub07nkF4VAg8vN5mBNA6fR3/vrGzto+YqA0rb+JNpBhyHp7zO6rDCuskFiJW6BYV4uJzoESQh0AWABmILy9G+mgfI+SRVeoiG6oAM=

30

0(0)

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18

0(0)

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8

0(0)

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7

0(0)

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3

0(0)

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26

10(1)

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