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E9ITHWkq7H1xTIQCB9Cs+DU4ZuV+0Ej/zotztgCKPyM=

FJngv2lzmvRhBg2Qe7JfIMKiZivauD7/m03xcF8MnsL56Tddqu9eyi0o/9ZyE2tIU15ZxgoOu8X1d7TXf2iS6hlQnGkdB940D7nxVarjvfKvx+pW6WtQboqzpcthTqDr

2

0(0)

FJngv2lzmvRhBg2Qe7JfIMKiZivauD7/m03xcF8MnsIutf1P/LMKqE7QWHehJi+gxrzefrqQgP1uSje+e7LebMsfQLJje8q/qm1ibDPkVN69sc6aM0ypnLa0QX0xRp9P

4

0(0)

FJngv2lzmvRhBg2Qe7JfIMKiZivauD7/m03xcF8MnsIutf1P/LMKqE7QWHehJi+gxrzefrqQgP1uSje+e7LebMsfQLJje8q/qm1ibDPkVN69sc6aM0ypnLa0QX0xRp9P

0

0(0)

FJngv2lzmvRhBg2Qe7JfIMKiZivauD7/m03xcF8MnsL56Tddqu9eyi0o/9ZyE2tIm8XbpYmrEF95xDP6JuyFp1dQwNM8GJet572sZ1jgMnL+vVQin7z5GP8F7A07tMphYgFlzSSNM3HP+fspdIoCYXhxYdC+LxJCXVnyVl/nNiU=

11

9(1)

FJngv2lzmvRhBg2Qe7JfIMKiZivauD7/m03xcF8MnsL56Tddqu9eyi0o/9ZyE2tI8gqArxUlp5JpFBQih/H4z4aG8HYoxMtlzmts6rDasVh62TQVmGWKeFvXXx+YEUWj537oNBQ4+DGr2DqVA1r3OQ==

15

0(0)

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18

0(0)

FJngv2lzmvRhBg2Qe7JfIMKiZivauD7/m03xcF8MnsJEAO7JInXo1pr6p9dKZZvK9nmgG5r/3Gt7ND+QQ54EKC/sWTiJ2im+xp1Jm03k2LY=

27

0(0)

FJngv2lzmvRhBg2Qe7JfIMKiZivauD7/m03xcF8MnsIiEkig17t13A/EPdFxmi+jQirD92wxVu3QR8CPCNVuNA==

34

9(2)

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11

9(1)

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27

0(0)

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30

8.7(3)

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33

0(0)

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60

10(2)

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