owH+CF0VweWRmDAJ+AHC+P+Acck5S7uP/pgH7M4FHeLN3ikQtbmghvOWinbMIZcf

OcUOeeQlaIzMgWLmBKxth7PXB7JTwEX27nQk+qmG/gk=

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO837MigsAzf/YAPUob3G2gcHEZ60F0EZPWcjxmvUR2R1w==

26

9(1)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO8d4yuFGsJHeMtK3ktwqc/c/pGOFRNZd7QT7hOIx3lGQZA7x/uZqNpOUFJ6AJOJdvM=

10

0(0)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO8d4yuFGsJHeMtK3ktwqc/c/pGOFRNZd7QT7hOIx3lGQZA7x/uZqNpOUFJ6AJOJdvM=

2

0(0)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO+n9PtoefVtTVw22b9tS41URcrYudw0Fb6Av/uwJz1zxg==

20

10(2)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO9e0tVLXOF3BKGnGKErTP9YwtRsLgWVUokG+u3NrUPi0IM8VcYWTPp8uPX2j2+9SWvKKxEkC9/bKXne4FEYzI5k

56

8(1)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO9e0tVLXOF3BKGnGKErTP9YwtRsLgWVUokG+u3NrUPi0IM8VcYWTPp8uPX2j2+9SWvKKxEkC9/bKXne4FEYzI5k

35

9.5(2)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO+fuPzsgr7qAJ1vgcte2wiWj00uwALuLdDMA2qpeuJ43uffuKKzmJvc3TbxnpBrIgkT7NeRB1cDBLvX+L03wW2y

5

8(1)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO9e0tVLXOF3BKGnGKErTP9YwtRsLgWVUokG+u3NrUPi0IM8VcYWTPp8uPX2j2+9SWvKKxEkC9/bKXne4FEYzI5k

52

9(1)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO9e0tVLXOF3BKGnGKErTP9YwtRsLgWVUokG+u3NrUPi0M5wZW8BBZLBisXpOzGRwaUGlCLHWQZIaIUFF0EyJtAG

73

10(1)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO/lBqIqRaH868nc6QrNUS3CEQVRWICZSTSBhkYZNL4JC6zKFXC9DDXbcL8AdURax7rPiwhxkbj+pbiXj2oSoCR0jwaLSlacayCftArTGcklrQ==

87

9(2)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO9e0tVLXOF3BKGnGKErTP9YwtRsLgWVUokG+u3NrUPi0IM8VcYWTPp8uPX2j2+9SWvKKxEkC9/bKXne4FEYzI5k

100

8.5(2)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO/Tb+UvIB/zfa4PDXi9HA60r/maSEc6IKBxSyKNmwg8Rg==

22

8(1)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO+wjhTty1jLtteqWIRDg8FgnsHEHDx5SXJSFQfGp16uTA4BbMH3SF4D8ZgwmpW7ozQ=

28

9(1)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO/m+DK/xXBY8qCXTThfOsJ5dZaO/g0URK7IjKrO3WbmEQVJSMzOl34nt9DvN7KUVmU=

16

8(1)

3C9fvNB0Ro3ohvSqxaq7HTHcdFs3Yfmx6vZYut+ifO/lBqIqRaH868nc6QrNUS3CEQVRWICZSTSBhkYZNL4JC5zNEI7ATK/s01HAV39ilEw=

97

9(3)

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