B/JMz+SQYTY2uF5Lp80f2jUXh7Mr7CgPJlnIQ4+IuQLPb/+KLuFge2u8ADXzhCLm

cdMWdRnZ8havSsrVTAu1MgofHXRMgOHbhor8+AP8z+4=

1
2
3
>
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07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeLVSTXpHqTjdjzrKUTPb2LJQDRkrAiUKZKQsAPwJ4jNxLf6gX8dxjB9Lik3BVuaYm2bNAcrbBmAz3fIFY+nIFBr

5

0(0)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeLxuSLgYsmdlm1B6JvqEWs/6BtKr0ry4Fj9JehdrADhPPPEfP3e8hb8CU8Xh5iRSYU=

14

0(0)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeKKf5J9wVtwAJA+2mk3L7E7p15phDRwtT9XOuCmsDUaSkXS9l3S3us8m4RD4zfv1lc=

6

0(0)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeJ26zech1qjpq2v1JJQua48MdmB3IaFYh4nPpLTwf1Vsx4rFUVWpJUTqDHoLlp2hP7bO1y0TdDI3jKj0UTN5jf3rYwuL6tEG6ucO9TtyzOzrw==

5

0(0)

CjSncW2hsJfSAYXQLfjNkMUZqCYVDrfGgzewnC7jF3s=

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeIYHjm0ibZTs206DwZmMAD4GSOvR2ZlLqVZVzkjvp5Qiu+Kk6Mn/fS/xf5DULhcnoU=

6

10(1)

07EcYGv9WCCZ3F+vRRPz3zT+LvtX+KgMP2wh42qjVDRR9kGsXg5Bais+qoRZBysqC322JOd/Hutktja3MWwi2AP8sxtSNuZunT3Cja3cWCxALwx9LAUDstV+SCdI1VFO

2

0(0)

07EcYGv9WCCZ3F+vRRPz330HMu8Od0jxG8G/3qEwcxK89IF7iLDORWYuMqpoBJAl

9

0(0)

07EcYGv9WCCZ3F+vRRPz330HMu8Od0jxG8G/3qEwcxJZGMHtJlYfUVCjR6oQEP2X

13

0(0)

07EcYGv9WCCZ3F+vRRPz330HMu8Od0jxG8G/3qEwcxJZGMHtJlYfUVCjR6oQEP2X

19

10(2)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeLVSTXpHqTjdjzrKUTPb2LJQDRkrAiUKZKQsAPwJ4jNxLf6gX8dxjB9Lik3BVuaYm2bNAcrbBmAz3fIFY+nIFBr

30

9.5(2)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeLxuSLgYsmdlm1B6JvqEWs/6BtKr0ry4Fj9JehdrADhPPPEfP3e8hb8CU8Xh5iRSYU=

26

8(1)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeKKf5J9wVtwAJA+2mk3L7E7p15phDRwtT9XOuCmsDUaSkXS9l3S3us8m4RD4zfv1lc=

29

10(3)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeJ26zech1qjpq2v1JJQua48MdmB3IaFYh4nPpLTwf1Vs+/SZjKm8WmEwEyZ5AfcQHQ=

25

10(2)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeJ26zech1qjpq2v1JJQua48MdmB3IaFYh4nPpLTwf1Vs+/SZjKm8WmEwEyZ5AfcQHQ=

24

10(1)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeLxuSLgYsmdlm1B6JvqEWs/6BtKr0ry4Fj9JehdrADhPPPEfP3e8hb8CU8Xh5iRSYU=

56

9.3(3)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeLxuSLgYsmdlm1B6JvqEWs/6BtKr0ry4Fj9JehdrADhPPPEfP3e8hb8CU8Xh5iRSYU=

64

7(3)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeLVWNNncq1HO6DozfjkDzGhe/YbD9YjKgv0xjVVkuBHz0nNjQf06TMtDUPYdoW5wkQ=

21

0(0)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeLVWNNncq1HO6DozfjkDzGhe/YbD9YjKgv0xjVVkuBHz0nNjQf06TMtDUPYdoW5wkQ=

9

0(0)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeLVxjnsEZG4gUTL7fHa6catjAUEkKkEs6uI4FFmb9q9n4qZO0FQ7cu5nB20uQq2QCeNgMtOldy0N3xAKc5g6VGp

65

10(1)

07EcYGv9WCCZ3F+vRRPz3+EwUx1CAxrFC1Fj7Bd/xeK/gKv6homD7OIersNxJKGyvunpBL+DdxKpDAAK/bP2yCk2xh7CoFvnkQUNVGIsAeg=

31

7(1)

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