q6LD3RCETmJNcE3jfUIAswJWWVFTNjIxzb6sLUi9NUfvHeTVZs81/f0DVgjIK/xE

KnD+/jnwozJf1B4p3QWdQMjcv6xD4UhiOL0S7K9R7Zo=

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rNJk/CVu9bRrhbNtQ29bhAhmLjYjD9WeGdmU3Gdw33N1KgnTdeISMli/EcLg2eL9uRJWadxsdE0q0MnaSaK9G9kygWPfBkMJ5qPUkvth0ibw==

9

0(0)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rNJk/CVu9bRrhbNtQ29bhAhmLjYjD9WeGdmU3Gdw33N1KgnTdeISMli/EcLg2eL9uRJWadxsdE0q0MnaSaK9G9kygWPfBkMJ5qPUkvth0ibw==

23

0(0)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rNJk/CVu9bRrhbNtQ29bhAhmLjYjD9WeGdmU3Gdw33N1KgnTdeISMli/EcLg2eL9uRJWadxsdE0q0MnaSaK9G9kygWPfBkMJ5qPUkvth0ibw==

23

0(0)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8roLENLvW5kePInbmHzOVfjRDjs2FHASrmdo0in25++AEhK5m89uFFitIXVEIgtbHCSNbvM8OMV11TReENvAi6aSIG0jTyqaU+97EJZEOjtC2V/MORQcNFGLrvFND8oebNAtuCKAbYWieBCWye+E1TkrjqwQnCMYmSnRyoenwh8FQ==

25

0(0)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFlZlngeDhIkeRkuBhbFPG4QAhtVYZLxGs9t5cn4wBrbx

25

0(0)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8qezKIKFSJ+SjEX7nNKzVCaSq1J/M48Nl9V2Ox+WdQA9A==

18

0(0)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFoL450vYGuYrrPVoQ0m2j9c=

28

10(2)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8qezKIKFSJ+SjEX7nNKzVCaSq1J/M48Nl9V2Ox+WdQA9A==

33

10(1)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFrpCR5wR4BfXvqUx0oG2aeo=

49

10(3)

Jg0hB+ltQPqPwf7+wbu02/yLcMxiGgy78ng4Gl6iIXg/2ev/iqu1Jdl25ptZ/6Mc8W9gOdi6SIa4Sbp4Tz33emflIOPDZWj/ksOS3mol3FIotiR6+AeabTO9ielVrb9QlaAVGO6kYcLirmWq5sDcHeWggS0uw5rPqTUeweXNSqT7HhAiRtwAXCFS86aWgfxwpln+xcsR9he6dG1s+dQ53g==

56

10(1)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8qFC4dxmJjtDIT97NHJAMFUz5t42TfzACho3I3wCCfKZXfF75e7u2xhHoYRr4zloeJuP9V6apQLD3VbdaQWWksm2Ot1H2GHIlZek+d3tP0V8hXo06U6W5OZti9RQgYSy7Tcy3pir6V1y+HNz7T3agA57z6UEnM+ipbGCZ0iC0lAMA==

50

9(1)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFpZqz2wyFyV0zByESy7PnG4kXhstYv7zaGnImdmfj2L+

48

8(2)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFkr4R7iAD4LlUriaCpNe9tA=

57

9.5(4)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFkr4R7iAD4LlUriaCpNe9tA=

25

10(1)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFvO/oeh8tyqwEKxScfmqyH0=

34

9.8(4)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFvO/oeh8tyqwEKxScfmqyH0=

61

10(2)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFt3HqsTcSpg7gHaIHNT6TU4=

112

9.8(5)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFjAMHfDoj6z44/CudQQlKSI=

123

9.5(4)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFuDAkFK7TOB2mer2y6FU+7I=

84

9.8(4)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8rJUixmmaOBd8r2JFf2l2pPdHDMRwpmwuLw7ycHgn+ZFt+ks92eZes4y7Obs+H+kBQ=

67

9.7(3)

Jg0hB+ltQPqPwf7+wbu02ydYbqeH+OcjUibpNjpbE8oyZO3q29FPO/o2FZjsizdBP0ZnqeGra6X9sWBxrRTod/gN46Fegz6oLUxhNEy2I9s=

30

9(2)

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