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3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6b9nbAvtoy++0YBj8Z6o9pPFxGiQ5xFGmQs5jH0QJqtiEV4BGvpE+rIC4NwyNg35fEuaos6csOKxMo5V71vtKQ1
7
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6b9nbAvtoy++0YBj8Z6o9pPFxGiQ5xFGmQs5jH0QJqtiEV4BGvpE+rIC4NwyNg35fEuaos6csOKxMo5V71vtKQ1
18
9(1)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6ZlHTne31Vjv6SK5jjJ6j6EAZFNHA3uzxpTGmfVQ1rHe5EoGlnC89D7w75W8TWTkMzFXrRv0eDZH5GAZcafEVjj
13
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6ZlHTne31Vjv6SK5jjJ6j6EYrCGU4CAZiJ65pI5VpCzl8Y2DyskDz5CydGDHvM2fTA=
10
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6ZlHTne31Vjv6SK5jjJ6j6EYrCGU4CAZiJ65pI5VpCzl8Y2DyskDz5CydGDHvM2fTA=
7
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6bKx2HXFyybSsuacQaLUqs7XtTc1m8vcKce2XAIS7oA0jriQLEyTjUlRaYJunj4lgc=
11
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6ZlHTne31Vjv6SK5jjJ6j6ElWgDzcE6kbPTN0qb78c8nkbJr2gZAOjTvBuimTrjcfQ=
14
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6Zwf9rQVckkaVQOMKZbAiCY+HP9fLRPgZ2oExHchyrwoRLtgFEq36WMC9Z6rVeNomU=
14
10(1)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6ZolaXxYB6+LYFKsGhi9V6yBs9v326N23dhpph7rxPZ7w==
21
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6Zp6+a0qPdp+Q/vgZWZZnqFFu45A+y6LuFntcrWyh4z0H4bVjRc99pRbxrzewzIGNY=
17
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6Yi6MQdsiy+IwcGGlqUAyTpKN84F4bRjmqd2ahYzcQHiQQU3i0vvFr1lrhbyQuTanI=
32
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6ZlHTne31Vjv6SK5jjJ6j6EY8Wkw3Mqh36tls+aNnTlhBigw/I8sX22mDwJMrF1Xns=
23
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6Y6bY4YvlMPYR0zD4KvEThXxuLoNO/V97ifLs0rNaE+7RVoDxYuVbM27+Keu4E2nZSeIVVnEE8CLEFNLYUf9+td
28
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6b3hBhnwpSEPH5JsRsrXx5hAN2ymo1X7083rbcdnqEhAA==
20
0(0)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6Yf741598kcbSdK1f0CU5xKCGlz6D1O06lw5ANugXBQIhBTDBcHPkxtDmlGC6P+wVxbVQn210SThOizd5bkl136rJxNj6TIN+qRzcvaza5NKMtXJP+sgYhj+IWWrmSQvcw=
35
9.5(2)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6aQR3m2fjRDAVbr630RBXkvhKnLyiPZ2SMPvxEIYqVl23fglCqkN+P//zUBJNrTVa4=
29
10(1)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6Zfclf8KZz0p24eRIs0EwHUB1pR2LegqwqmjdU4/zFvhLLsoDNP/qVfIZILhXZfSrg=
35
9.5(2)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6Zfclf8KZz0p24eRIs0EwHUB1pR2LegqwqmjdU4/zFvhCh9yvFZ5c+gkyT24a5eyHk=
25
9.5(2)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6Zfclf8KZz0p24eRIs0EwHUB1pR2LegqwqmjdU4/zFvhF8gllvFwdQUqGOodDJvlN8=
31
9.5(2)
3oKt4uZV1iC3e9WZyFW+1A1SrC/icmxu9FtLC9pQB6Zy7b0NTtZX1vEByDVkSVf/EVcK/Y1NkR/6SvrwuRX0YCx8vn28pMtbg8M+A5Nv5wE=
30
9.5(2)
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