vM2XauyOucUjjiEsXiTRqE331EpR9QJc5RbRkn8xzZYEdCcVxPBekspbvYrT7DbH

Y0mqg97P+8Ar0lVDyidAbyi+h3xtFwZVknVwPHaq9mc=

1
2
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0S115BS2CBsWO7DI03YCS25akB195ciy/FTu4olBIlisIQrW/Da4QN8LnfbkT3L4GrFNLRJuhX/OgE3UsFjOOw==

9

0(0)

D9akKG0Xa3lI6mX8Sc4Y7bWq2ey+9lmgOBI72Oqghp+wWCS+5ZgVwfv0+Eph5hK2/hz7+vJPBTws784jUciYkdSDApAhsjWYyGQ/sgOhcsI=

21

0(0)

UEQ9SLTkyTIgxAavfXhOIf+lSY7EPoIQDfITLqvU7sFO5+hV5jeWA+RNQ+n3UCTQINK/MzgFeC5WILwkV41wP3MWeSZF2PlcIu1JAuzGefs=

29

0(0)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGQN8oTQp39tkSxzjfCSzHuv+kU/qXwAfBoXwBpqGZVbsho5cljTB4Ef+ZB9Ex7rOP8iLvnYUoWzK4vDExLmBsU9sTzsWKPeNMWML6gxLziOTqZ4/WIUdotSg1+441agAGJRbimW5XiamWX1TIZyA6rW3rHhKzLyCAo4JWcLpjdZ9g==

8

0(0)

6kCd5t4cCgSMC9vcP6b1GwCJWIgZGWNeMKJLDOD2jougw08ARL53VLXuq6QKwPrTekcKauZtnkYVL0Gdi/ac3g==

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGQN8oTQp39tkSxzjfCSzHuv+kU/qXwAfBoXwBpqGZVbsho5cljTB4Ef+ZB9Ex7rOP9oiZ+VqgE96LyUKAEZQa1NjHdA+Xf+Ml/TNmxrnaTfoXqFsSxbkTL7Vt0QkVg82Ug=

18

10(1)

0S115BS2CBsWO7DI03YCS0Kuvcb+xu4YskqR0PBHsEJsbmCLDXIRAgZ07cXI4fKn

24

0(0)

0S115BS2CBsWO7DI03YCS0Kuvcb+xu4YskqR0PBHsEJ2vEbfyFwsXg/tk8Mx6ggR

25

10(1)

0S115BS2CBsWO7DI03YCS0Kuvcb+xu4YskqR0PBHsEJ2vEbfyFwsXg/tk8Mx6ggR

36

10(1)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFpecbCwdS4ZlX830DRu2vX4=

21

10(1)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFpecbCwdS4ZlX830DRu2vX4=

22

9(1)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFt8kBE3Rbiw7rLZIVU0vg/w=

14

10(1)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFt8kBE3Rbiw7rLZIVU0vg/w=

28

10(1)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFnPRyFdpMyBR6u4b3GDVsiE=

22

9(3)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFnPRyFdpMyBR6u4b3GDVsiE=

26

9.8(4)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFvynLZ8cTeg7KUeCB60C3PM=

38

9.5(2)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFvynLZ8cTeg7KUeCB60C3PM=

20

0(0)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFibY6zC/vTmt6+z78Sa5uPM=

31

7.5(2)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFnIfOG7VWhE6U6z1BphE0ZQ=

29

0(0)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFnIfOG7VWhE6U6z1BphE0ZQ=

60

9.5(2)

0S115BS2CBsWO7DI03YCS+ZIl/1GyuzkxvWyPuCrhGR7l2zIWskh8lODpap0ZP1N5eb1JgK/4WG0crfRljRjFibY6zC/vTmt6+z78Sa5uPM=

73

9(3)

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