fsUQZZbPCfOW3W1RLLAqsOi4Q+Vyk0ytlffLdRYFbuq1NjHF6DpPfANTBoDgACJF

gGH6vIDKN2kzcqgnTotFRcul5aLFWHtBYJXvVnEd46s=

7WIhuufiLfyQ9H2SNP9VzKHVKz5eJfHMFFwnfOAfLJ3eOnvbOgn6X/qoYKtUlZeoVwjy9dT9iQhsoO+F+OrQ2kb1ctZ8oFhjAYQtDEFby/Q=

14

0(0)

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12

9(1)

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30

9(1)

7WIhuufiLfyQ9H2SNP9VzKHVKz5eJfHMFFwnfOAfLJ2+i/+osaljsSuQPtDcmOmpl0afQrUNno4nlyuOOfl6iA==

8

0(0)

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36

8(1)

7WIhuufiLfyQ9H2SNP9VzKHVKz5eJfHMFFwnfOAfLJ3tlQ6zdvtyh2Xudi85wodunNnPVEKjEVE28MI42Fgnfacp+s9Hz7O6Bb9pUMD6GU//pkRZo4RD4sKqN9sQROX1qXhgN/7FoNQVXIQWkS1Miouo4DKjSMZYCxZFHJ+0W/UVeQRay/imwniMZveMbDYchdxAnipbnNcwiBPdlyEQikSztwYClUTowfOpt8CpdCKv1/jXdMuon4i26f1mVd9h

7

0(0)

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28

0(0)

7WIhuufiLfyQ9H2SNP9VzKHVKz5eJfHMFFwnfOAfLJ0W1Gv7h2KZRoiaKEexC4NgU1js7CV+v0LqFQ9BUUA7lw==

15

0(0)

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22

7(1)

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39

10(1)

7WIhuufiLfyQ9H2SNP9VzKHVKz5eJfHMFFwnfOAfLJ1D/kksWJ/V7uxOsoLAZ9m3owLwwGUtrH1mOxKQIrVH+g==

48

3.8(6)

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38

7.3(8)

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12

0(0)

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21

10(1)

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36

5.3(4)

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45

6.6(10)

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75

7.6(5)

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47

1(1)

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