QkNzz964AgVw4WjjdCMs0xxsAS2Nli+x+bL7Qq+5iuhxGJg/r4114zPP8RZswrn2

zQiLpt6OfXAOWebsI9gFT0uLUHiOeEi5dl7mUzEtuqU=

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13

9(2)

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15

9(2)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAA09vgcBhXuwIXAYw/GAYfbU=

18

9(2)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAAxVniCVVS4Twm92R0jxOaVY=

16

9(2)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAA8KPag1OwMBwyTdexS03XLg=

13

9(1)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAA9wUYysVek/0kkzBdFAgzWQ=

16

9(1)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAAwFmH7icaAx5c8TM66S5hxk=

15

9(1)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAA8BCLG1fNUGMVBbo/THoiTg=

15

9(1)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAA9ZPkLTK2incxCnl/y8lYBw=

18

9(1)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAA3E5oKJlhokVrG59C2t/euk=

20

9(2)

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15

9(1)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAA109ftng6AU9K8W8zMLugIs=

14

9(1)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAA5y+Dg2LBqyRlv95wXEiy8G5f9eRy8RfS0DHE32DDnKS01jp+Ej30pic/FwJgBDwRDPhYd0H+efLEB6jbLPBXks=

22

9(1)

szpJcXQMMRjawIsVGv85QNrgofBzi2U12ZXVevZCwLbLNWDI95ScKOHcNNFv1+zb

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAA/q8rhHgVYVS/LW/nB1vc8g=

17

7.7(3)

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16

9(1)

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25

9(1)

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22

9(1)

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33

10(2)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAAyif1VAC5nkNtkuIihJr8VE=

33

9(1)

aHba/p9R7U+74EY1CBEXnuM7krlPLRUCfCmiIGqP44xUTa+b9Ffq35Si8If4UdrnDwKYBYd55rGY87th+mLAA3mDvowDNKf6gH0Tgg02/1s=

79

9(2)

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