o3Fb2pCzEhMNXxbEsonHvB6U4UhNor+6ewo6wRwB2Tw3fKAJzpJIJgp/97Bbt9Dy

LsXfISvw6W4QYTZXqNHCdBsPFbRh2MXGYsI9sg7o/zE=

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnkLeHXcHNtw38aJrbu5iSIgA+WlLUx4HD6kopZHuJjlqfgqQ21vtjgnw4vO82WS6iVot/81ao48mMnZYIWKXmjifq6MlPRckm+F+rPcDgzDleJ9CeL8ghr4uqzvmhr6qVNmBaocc0NGkRt8CkMnVCCf

21

0(0)

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnkxze08MXN44MD6JbXb+jPXj+x6t2BU7p4lNx7dMv36DssOxDBQ9oEJKccTbATUD7Z3YabD+PPHYCDWkgi7vb/P

12

10(2)

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnkUU0nD+S+qB0lPf7ZY8OFqfn/FHMEq3xaGmUX0qaEIki6VOudMP9ff1iyP66Yu4OE=

10

10(1)

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnkUU0nD+S+qB0lPf7ZY8OFqfn/FHMEq3xaGmUX0qaEIktY6CliKdOeVE9EBnGBHs24=

3

10(1)

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnkUU0nD+S+qB0lPf7ZY8OFqfn/FHMEq3xaGmUX0qaEIkh4gpB8rI1hTLa4EvsG3wls=

3

9(1)

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnmS2b+jQ5BscEk29wHkR6/fBRIcuWhx76byzfkITPbe/pmRr+OAAtd4+QBxA80ywMDX7oQBvP14xeqUiOWMj38U

8

9(1)

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnkUU0nD+S+qB0lPf7ZY8OFqfn/FHMEq3xaGmUX0qaEIktY6CliKdOeVE9EBnGBHs24=

4

10(1)

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnkUU0nD+S+qB0lPf7ZY8OFqfn/FHMEq3xaGmUX0qaEIkh4gpB8rI1hTLa4EvsG3wls=

3

9(1)

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnmlZYyastK6u4C/YtAu0A5NBPv4pHk51etCnDn9FoOuVYCF3ZTBe7ZqWaJwxvKTBLI=

7

10(1)

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnkUU0nD+S+qB0lPf7ZY8OFqfn/FHMEq3xaGmUX0qaEIklS5jpS+80NueEqNk1lIE3w=

8

10(1)

GnnXl9F6mbB2NFzGmyuP8VG+aGj9YuP5I0jsXL4qVnkxze08MXN44MD6JbXb+jPXEBBp45pLPssofSgfQTAyJpP1wFJXKSW7c0/JBvy0yxlbXMl+KGNIs5jN0njEqym6fp5jbHpKVjJoiTryu9KHfL39VDipIjsfJ6IP+1GFERI=

17

9.3(3)

g7Dc0EWJQD5AICIUoynj7QFNKMOH2+xXWjaeOafiehl1/DvEmFfmCX9whCqtmMhs

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