KRQwjZnyao8qdQV28gzoRbmz4g6xC+Mn++bE9ZgtmwgwZ4OUCUqG/gzGLZC+2sug

S/XHdF8uA2ka/hZXiqNqdU0hNtvIe5OGE8aRsnpP9g4=

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nmG6ppbiCHiWR2hjF04EGDw5tDjvmmvVjmeabEK1iieNzzcIAD0fhlEr7hlpoUUAxtG0PUE4XuPL3Y2SeJW9YcB

9

0(0)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nlHlvkEfVJRiI6XTx5YieuX/s0M1MvEEVIeI2GqSL4evez1n5nzcTnw+TfBIXFcxJg=

11

0(0)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nl8MMsfW6V/e+w6HhG5o0Fe2Lgd/2gGpXwbu2LnuCbyrCj5Gyy14TTj++uw0Rphx97k9AvmuiSZXx5D23Rk3HCiOVuk41g/bEV1TJxeD7cgLQ==

18

0(0)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nnekSFQAw90EOejrLSKGnGKHUTdoJw45tRPyA6/Ptj6/013PXDxLat7T1/L5NPvfHo=

14

0(0)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nnuAOgc5cYAXjYjmP/yyDNBdXutFJvvX6N8CGoWIRagiQ==

8

0(0)

6ZdAgvmNn7+P28UzJAGZ8eSfrfTb84jLt+iV6mjJDK+imAVT7s5CkmTB0/AGG6GAIym/jwNqyq3RgmCzmSYd9g==

9

0(0)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nnSS9VZ8MuRXJ51Shr/xpvyTr2UeK6PSB59akGQvi6y5oynF2hVkG+WxE8yFT5RzEpBys6qTY3HJmYnRkab5ABf9OWz85C8Z/w8bqScuGdFrA==

25

8(1)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nnY53uxyw1U8tv4O6xpUIu+mF6UBnkkublWu1SAXu0OhP5On/K183/+J+HweVlM1d8=

14

0(0)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nnY53uxyw1U8tv4O6xpUIu++L54VAFnwQnfS5MdVMPRT3c0sH3C6AWee1q8wnmd2Iw=

25

10(1)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nmt9YD70erfpG7Al6O41Qb8lMpX8jqQgIs26wR0k06rBUpM6S7R6/KEfAkplgK8ylQ=

46

7.5(4)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nkgzQV5Odt7HOLu5F656F0MC2vYoSRx6n1lG9lpLAScbrbWYjI/BdgMJr+jWeVuq70=

44

8.6(5)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nmNTdzLpEFqqTg1hQwnU4poCWqO6Vsn4XNGgzjGM+AaMaKtLN1Dk5j8lVIqTsTykPns+7G5cY/p2ohcgr7A8YwG

42

9.8(4)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nk0gI3OeL/P/k/Try4sQaGrz7WHfq/Y79JnmFHExf+LYw==

43

7.7(3)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nmSufPSSjI73fOwIMOiowjQ9rAc58WGP4O6v8bWLtL98MJZhYkhU91vK/iuh80vsObXlO+yuVlbm1n9EwzLTfurxq++f8X7BlYP1KwW2OvZwg==

57

5.2(5)

fPQQ3ALxMpL+qwifqzR7Lxif5KM4IAJjxMab3h5e/nmjebVHWH6sXwcDIGQI56zBcYzsOSsJ/f7+jKgCsPiDQduZnmFlqxcOIdzCmbtAl/Y=

22

7(5)

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