YIMAgKhqgCmQ8LBSkNlhX1HSGqLQ2+VXdkrSX7HUZCPfqGE6n3QPpFtS2a69W3eI

2k3YbJVsfxlmDwV/nyQ+wDdqVVgQ/r4++juBIdeOG/U=

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbMtnr0eDIFfSkGeXGJvLRI3viQeTyIYxXGjHeoXhRlY3JDAvIb65cUcNQlXwLUCnBXrQtRYT6GZ/c9Vufshb2Qz

9

0(0)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbPgBgPBlkZE0xCOxF9ZCbNkkKqvHesY6yb94WL6ptyipfDCouD4gdi/LGbnIZxdCGw=

11

0(0)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbMHUM8rV0ZjbrUgcdznajAcOoRPCXKdxj1AZNhHHAVNgo1H8udagC1qR9rHMNQHrzMD03HC1JkrRQdvDQDYll9ut8qV1tMjZz3v3/8h6NeRzw==

18

0(0)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbMLmHyEO56d3293j8cseMV5NQxfnaCQ5s1Q6llRMKCuSv13RK/5puRnOPMXLj9X7Ms=

14

0(0)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbOLeg4ywrS3W+GWg7RLawp94aT5WXMgElkgzR87ZnvfSA==

8

0(0)

CFctr+722GC5auHufNR2CjXmz5Hg2iGSIfXUl/GIltNUE1DEbT0lG/IFH+BvI4dGZgi3EYDyD+e8pPJlmH9scQ==

9

0(0)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbOvsLLCU6FLxQwxrnPn0Zqz0M4gN19UB7pnXgOZeW8wJvDs4vHukMOtkN3FoRoTT0zhJWJvVy2bxjYjMs/rJ0m2Et9GsJx3c5EjPCxkKTJHyA==

25

8(1)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbPnRaezUPdrwHu04p3laqbjAHUq3U0j7iZOj9E2nMHqqWSEA359bNyOmHpJtpB+EUw=

14

0(0)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbPnRaezUPdrwHu04p3laqbjlRIUM7asSNBlqGD9c8ujN58bLpe+++7c36aBgxxJN8k=

25

10(1)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbMnHmxbHpaeWCFSe8htimxJ1FWNa+B+xoiVIFEG45VYct12wDQPTyiCM/5c62sdYUA=

46

7.5(4)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbPCI9S8LUOqckphHyOEZN4w9/ZpRy6oE83nr0zKnwASztUAIsBjDoamHjrgDmJRfwc=

44

8.6(5)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbNebDf2N9IbuiSYF1HSWBfSraG7XIjlItX03nHIRRALoiJsNYKj2frf0v5o1n0x27o5mG4O49BxPfBCA4hU5mZC

42

9.8(4)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbNA/1ay7n5wnBJiNO1nsNn3MsWgs5RYIXxdrWpihPUPPg==

43

7.7(3)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbNAJ5JAeyAlpszhnClfuRFOxkVcchXTjmoiuBD1Wnw2SAh+EjUEio4/HO5ibjqkcjZI8l+OGJRsjAPR7COstBspTvtYu48xXJnL1zS61j2hVg==

57

5.2(5)

Elmu+nIcqbxtdCbnan1W1V4jcmTpqenRuFUgIwstwbP5VearVyCg5KqmwE/yw2a/BvsKSiDr2kDSb3hh6slaBPDFBxipmj9i98ZeYUjAs4E=

22

7(5)

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