2FoAkCnP+UbH/bVxbcO+qB4ti7b2CTwj2PzxOtkMRiw=
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  1. 5tCKMNZQKp8V5BDUMjSy6yQMypENQ3zMkNRldj6B5QE=
dJEb2lUicLmjVrax+invbAftDIpxo9eOZeRJ4ilmXao=
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 9
9(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vvXseVhPvnxC1fL8QMTz4alzWk3QgsLcSVIr1zsleBybK/jykfvuC2IG/IN0+j0Bj1jp05gwfhVSMyny03/iehA
 16
9(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vuEeWAeXdTkWfPPoQ7pyi057pWlXCNQMWFR6QD1lksJ/jq0csHeGjc2oZMoAVRseTrEXt6c7V7nlb4n6ZbBuCankefbLLVGWsdtMKU7uFPVSg==
 12
9(1)
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 10
8(1)
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 11
9(1)
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 14
9(1)
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 42
8.5(2)
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 15
10(1)
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 11
10(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9kUsG6+Wa+cy0wGbNk72BgvK+PMJ9XOxv8hJbYpAsQog=
 16
9(1)
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 18
10(1)
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 20
10(1)
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 13
9(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vuEeWAeXdTkWfPPoQ7pyi057pWlXCNQMWFR6QD1lksJ/hgWPAmbk/b6sBaj7xIc5vQo0/LBeP/wzDajzqsFX2FK
 17
10(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee93DsG5Sp39Gsgk6pdR3gX1JYZBGms3YjN8P2zbKZSz2w=
 18
10(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9O2/dX6aig8fEhR1afXOxsQUSYrUADvZgEfvciIDZDrVZJWdIoGG6f1KtKlm+kueSj5d8Sm+g1oDzZjJnV3JBVg==
 24
9(2)
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 12
9(1)
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 13
9(1)
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 12
10(2)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vv50hkvvzP2kYVHVVCMMebM1aD4Ko3j3kQIA6MoGZXOgOLqGfPTol+PqQpFTQFHk2E=
 51
10(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9f4l3R84qLgteFyuypjgT3PnbUZZP8K4ob2K/jNbbTMl+JY1NspVP+mBxtZCrrJwd
 66
9.7(3)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vv50hkvvzP2kYVHVVCMMebM1aD4Ko3j3kQIA6MoGZXOgEO7aS18sLr8hhWaucwO2lk=
 95
8.3(3)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vv50hkvvzP2kYVHVVCMMebM1aD4Ko3j3kQIA6MoGZXOgOLqGfPTol+PqQpFTQFHk2E=
 85
9.7(3)
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 39
8(1)
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 29
10(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vv50hkvvzP2kYVHVVCMMebM1aD4Ko3j3kQIA6MoGZXOgBKgaw+ldc4SHgg1BlBFmEg=
 114
8.6(5)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9AY8VZQZacX0EU6Ocf8hPHhuFcimjz9W/WBWZ0+xtPHw0UgCm/AIIk9vpTcjaPAdb
 15
9.5(2)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vv4LodvVpvnsoivAyYStQg0Gpr0cC1M1/N1k+8tdcIkgvfb8RDKGIAW8+7tORG0a1U=
 34
10(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vuEeWAeXdTkWfPPoQ7pyi057pWlXCNQMWFR6QD1lksJ/nh8j57lVS6ikdMgjAUyC2/ppUc2aiXsLC99Qb7SK/Bp81qa8ni5c57bVgJbqhPNoQ==
 16
9.5(2)
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 13
10(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9plCJ0w/tBoPswfhsCSiSxPLnAn2TGtfI+6NQ9aX72kD/UrOOznKhmygjyKWM9817
 12
9(2)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vuEeWAeXdTkWfPPoQ7pyi057pWlXCNQMWFR6QD1lksJ/o9FxFsbhwoprRGtQ2RPD8XpR+aLi2l3bVQRHr5+I0CZel3rWt/9vQuG7ENFcG1r+A==
 10
9(1)
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 10
9(1)
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 17
9(1)
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 10
8.5(2)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9qYlXMYtobOxIcCyV5/X3rm+8+dnVk7IkZdA7Pga46ow=
 11
8.5(2)
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 9
9(1)
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 7
9(1)
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 8
9(1)
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 10
9(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9UbUd2jY5mM4/EyjldYrpsVQ9dTAHRs+EKIF48NzWATk=
 9
0(0)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9/4vhjuSf+fnfZ6f806AqxawKsbPyeVCbcHzkNxTJOKJDxylW8MLIfmLHFdMwCC5WbIjwELbUBtOam4JEyf84hQ==
 73
10(2)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vuEeWAeXdTkWfPPoQ7pyi057pWlXCNQMWFR6QD1lksJ/hL/tbwTvIeAsDUcBJPiZ1bzdqxzUt78AxM1oGJ4N+71Z4BOj9PVkmx3IZP/bdqUhTeaOhqtlIXyQrEosrssRoY=
 44
9.7(3)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vuEeWAeXdTkWfPPoQ7pyi057pWlXCNQMWFR6QD1lksJ/ltcjMs+x/LfW3UIvEsZ5qPO/Z6tqQReQ/RqMflm3CxW6cw/bocyz4jEeNQKQlwe/A==
 45
10(2)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9S3Zn0FuM5h5HI9R6eYxH/Q/cy1m10O/terYV9aujotJEuh8JEcMND4lw6br63vaz
 35
10(2)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9S3Zn0FuM5h5HI9R6eYxH/TZi8UQsUOgeAkZ1weQIEfB9QSAtitstFILE0/iPVmFp
 55
10(2)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9zxhUfRVIZ0i/umnEWRV4hARMl4RrG3/sqijm/wAw3kNGERnIb8yaLhN2lPgBWbbE
 71
10(4)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee956vefa1KdI9dEv2Ue0p1XfnWQVA4cca/IdWy71IoIDY=
 98
9.7(3)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vsVxwNcldvjrxa7WPj++ee9PILvybgQnJ8OTJvtXWWBcAIJQu2khomaFgtrivoDetgIFQMUKISxeGhXskruaGfK
 107
7.8(5)
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 15
8(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vu5HwRu8wgT/eaUk6KjmOkgqyi6bNIPFCR6YXjSYkjOoQ==
 53
7.5(2)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vvF00/dXg7tJcQsPJC3WzEnkz8XpEn39D6KWTNB+qEz1WwvNLQxuxX5EBtOUBMKiTc=
 24
10(1)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vvqYACHszzjv+ZFwnJdWLePiziugbSnAuCGfAFPUJhTR/Sp9+hQylWbL1cF13ih5VvakNZL8hcd72/nHqaVs3t/amL1FoO60dysLgPgPA5rFg==
 67
10(3)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vvVom/nWMEJmgnK0VYEVvKiClLnFwkzeqkrpM4dbikWPw==
 13
10(2)
rEpLMM7vL3uUlyL9XDK4IiV5m05PyHeDdo/DF4fl5vvGKCtDbEX8Q0i02yIOWtwWqhkX9qxdt0dG9rdATJWP6oVCrcDdXpM1s5CvDUlHIhI=
 7
9.5(4)
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 4
0(0)
+svPee520kVsn44zPM0R5lJK1STzNY2tH9nuXit587s=
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