j9gp2DOQLn2T+iykpuuPMQkz7m+pwa/sojYcpIkAhSVjSlK7GSRJRA3WEX/JvdI3

XakyaHxJn13rJ4ycSlSD1BqwJTyupI4OaO8rk8i7vAE=

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqRUcOo/hL0DW6U7wRFISBzcxn0hOnplugIRGNv2OUJo7yq5JCQeQtJ54JEuTz6J2EE7dDeAQclsv9nGYxxT6iUkfq2Hdgw/2ppna0YrCrpFeXPS9GrYpdpOXKgCTZoBJnk=

5

0(0)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqRUcOo/hL0DW6U7wRFISBzcQoy1TuNvbN347OvXd5/NzlNeM5gwMTmzIAw1ByKX/TUEN0inhCku+QCeQzsSh+DePzXzpXPgFS+pY4GVuYnSeg==

4

0(0)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqRUcOo/hL0DW6U7wRFISBzcks5SWr2OeIIz7LTg09jIbzEonf9y0k0Q+DCIzM/0ogC72JtSVnIxNYQyexPZK9vdzxqaXYS+Hx9J9B8wyJMLkA==

25

5.7(3)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqTDAK3zvv5iLTd1DOs5zKaPYwUTRfZXAr5F/VewgC5YqQLU+YnV3prRfn0MrgQrmjiVVC4uin6Ab+EnBP220rsPLjtDn2SFvENwUmzJhVkVVA==

19

1(1)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqR1x+dodLwvHb0msB9qqGdrSRmiSck3m9UazkiYn3qq5uAduz8er2rHaA5TrSbcZx8=

44

5(2)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqR1x+dodLwvHb0msB9qqGdrbFOar1s+QOA682pNqM4G43cKv4g5rovOTPyxAlqv8VQ=

16

9(1)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqR1x+dodLwvHb0msB9qqGdrbFOar1s+QOA682pNqM4G48vBYfS88nFDs0pBdiQcJRw=

15

0(0)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqR1x+dodLwvHb0msB9qqGdrzpvJ+vKwLYLsUvmgnrjpPhmF8KvjlqwSpq8xtXpFRGo=

6

0(0)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqR1x+dodLwvHb0msB9qqGdraAvOqckYVVUVvnJR3rKfIA==

89

5(1)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqRUcOo/hL0DW6U7wRFISBzcks5SWr2OeIIz7LTg09jIb7PQyqz4jz4cw7hX6p5HG7qcWYEzKYVoMoVM6IroXfjyBhMRdtc5wcxedTjxKpK1OKe+OdPV/b/5NcFXHfnXSSQ=

50

9.8(4)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqR1x+dodLwvHb0msB9qqGdrrRGBTulQvOVcqfuo1l8b87yxTDXpC4tfl+aQpnFWONgHoEwzk5bkPAcRJ+Q376Mb

86

8(1)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqRUcOo/hL0DW6U7wRFISBzcc4Ry8bWLUwNz+b9LaOGEAgaIhI8cIo3/UYBKaD6pB2jclRzx4IUa+BcZI7I0H1qsDmGOS6ae8o1oZxOjtNBM7A==

42

5.5(2)

gIzfbSja6ZLL/6wxinv8Gf7FhI7jFd5rJIabLyY4dqTmpNm+fiLcFchsAY+jthiNydjD/gqi+CIaSCcVm8PznbcQkkWpF4eaDSmTKRgzmqc=

34

8.8(4)

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