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QccOpkUFPRu8L9kyCHaxcCtx0a+fFouR4JeYJJm7220=

7gXOS2PmQd1ruOQZILkOeStu2RgCI1jmqYB03LSbQTp47tyo8OPB21R5QqWBWVCVQD5CqNVuLN32lQr0SP13bPt7/dfs9Y8WQ9wFOWEi0YnsqXR5B/Htj+MslfLer54YKgedtTF9L/H/c1ZbS3t6TRNulbx5QHZ7VD8XDELZPpvl5b+iuVXradjTo/jQ37lN

21

0(0)

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12

10(2)

7gXOS2PmQd1ruOQZILkOeStu2RgCI1jmqYB03LSbQToxvKKu3JEx87JXkbEfko05QrTWvKRc4OMovMt/dcZimoX3l/fhfiklmVx0GLtLRdg=

10

10(1)

7gXOS2PmQd1ruOQZILkOeStu2RgCI1jmqYB03LSbQToxvKKu3JEx87JXkbEfko05QrTWvKRc4OMovMt/dcZimoCIXQkw6/kpgzv/HdhHQuo=

3

10(1)

7gXOS2PmQd1ruOQZILkOeStu2RgCI1jmqYB03LSbQToxvKKu3JEx87JXkbEfko05QrTWvKRc4OMovMt/dcZimtCAt5mAyvO2DYR7oo+b1j4=

3

9(1)

7gXOS2PmQd1ruOQZILkOeStu2RgCI1jmqYB03LSbQTrSVHhGFY9bUFOjyu7FCNdk1x9eG2MDyo6mS9zGISsZR0jUMiMHd2XVhhRrIuFUvmlvoLvRSC0A7uGifsS9AV/s

8

9(1)

7gXOS2PmQd1ruOQZILkOeStu2RgCI1jmqYB03LSbQToxvKKu3JEx87JXkbEfko05QrTWvKRc4OMovMt/dcZimoCIXQkw6/kpgzv/HdhHQuo=

4

10(1)

7gXOS2PmQd1ruOQZILkOeStu2RgCI1jmqYB03LSbQToxvKKu3JEx87JXkbEfko05QrTWvKRc4OMovMt/dcZimtCAt5mAyvO2DYR7oo+b1j4=

3

9(1)

7gXOS2PmQd1ruOQZILkOeStu2RgCI1jmqYB03LSbQTq+GCobcitSiM2wrkhwqHBQKbubSXjCzcypxu/CFxvlDcAsmR1qBfGzVG8X+WZNB+o=

7

10(1)

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8

10(1)

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17

9.3(3)

cLbFtPO6BfsTmMC0s9UPpz8L+RQed7trBeCGFUJ6Qn1FOGpT8cc5yhSDG/q7plfa

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