1+awM1dW04G3TvyLinMqIX2jO6JUYnAHvLh5VlG6AGVeeBkxKHgwbP8JZaoxDK7r

gIFekMHGuuoHz+yjyqFceFdVVSWMNgEQxboHdb+rJfs=

DYPb0Bqq4kxixGdxeQzrauFE2m+nknX+JR0/TdLah2GaNTWbnhE0g+p4EmmN9xHy

39

10(1)

DYPb0Bqq4kxixGdxeQzrai3bGGZJxGrt7trK0uKDeMl+bxGKhJ68TZ7pFKlZzK4T

24

10(1)

39oCYnSy34UBlCPSxXCa7B4/3y8dEAi0hHSF3IIUb8hvwzsuPhUV/2XDh1rf4h0zG/6/vpjIYgOodIfuRibOX49WmNUWT9xScRn/C6Ai5jg=

11

0(0)

39oCYnSy34UBlCPSxXCa7B4/3y8dEAi0hHSF3IIUb8hvwzsuPhUV/2XDh1rf4h0zG/6/vpjIYgOodIfuRibOXymxVzMLbej+S6rMxh4vNoM=

8

7(2)

39oCYnSy34UBlCPSxXCa7B4/3y8dEAi0hHSF3IIUb8hvwzsuPhUV/2XDh1rf4h0zG/6/vpjIYgOodIfuRibOX7UPmCws7GMXYhrye6LL2MM=

15

9(1)

39oCYnSy34UBlCPSxXCa7B4/3y8dEAi0hHSF3IIUb8hvwzsuPhUV/2XDh1rf4h0zG/6/vpjIYgOodIfuRibOX4Xb4WbWt3moqBjuM4xVMys=

21

8(1)

39oCYnSy34UBlCPSxXCa7B4/3y8dEAi0hHSF3IIUb8hvwzsuPhUV/2XDh1rf4h0zG/6/vpjIYgOodIfuRibOX5QHcz/0pyW/zewSye8/jWo=

10

0(0)

39oCYnSy34UBlCPSxXCa7B4/3y8dEAi0hHSF3IIUb8hvwzsuPhUV/2XDh1rf4h0zG/6/vpjIYgOodIfuRibOX5feO5hGlMYQ0R43j0uZFbs=

13

7(1)

39oCYnSy34UBlCPSxXCa7B4/3y8dEAi0hHSF3IIUb8hvwzsuPhUV/2XDh1rf4h0zG/6/vpjIYgOodIfuRibOXwjtxIrb+k+MfE8xXBPLQHE=

35

7.5(2)

r9Wx0HDcaQ4A2/rjn/bXupMYFrRatSE6rSVFCo2ktQOXgeyuD+kczHjqatGCAQ7cF0LmCY2+2Pl+i2FF9B6nf3E292NneKi6wyZM+ga+5VOfhH8K0EmmmWilfmS4ipdo

31

9.3(3)

FHTnxnkbqujPztjI2es/g+6bp4YUmm6LXaryStHeOmaKZty+nbY7JpS+SfIGaxkt

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