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4
0(0)
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4
0(0)
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17
0(0)
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15
0(0)
rWdnneM2LFbsvs7S1+iXTK/jTjfFOwW7Gdgx1uuxHJdckmgLXcJGa7zhQ68vDx9r
24
0(0)
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28
8(1)
rWdnneM2LFbsvs7S1+iXTDnDbargcV13TsThOIgtFmT2rPK1dU5ljgzBhuGHDCJAYe+QNHgDuJx9Jo2kwU7skqZqqV6VQoyZmFW9uYJ9vC+0leHwY1Xta3U1FLWt6LR0lo4m9/V8kV92vxdstVwdNQ==
35
10(1)
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35
0(0)
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34
9(1)
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38
10(2)
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21
9(2)
rWdnneM2LFbsvs7S1+iXTDnDbargcV13TsThOIgtFmT2rPK1dU5ljgzBhuGHDCJATa0+WpSH0H2XITQ4xO7brNvG7Va06E/ZXt5dh4hTJQ7U9PGFEeOZu6GqgStgmBZn
71
9(1)
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30
9(1)
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13
0(0)
rWdnneM2LFbsvs7S1+iXTLAuhyU5KM+SuKPyAo8L27xVoIXKiPEuJSTbn3KNXPfVAmJwm1GNIwGgxkzZSeClTg==
21
9(1)
rWdnneM2LFbsvs7S1+iXTAI0fsdgjYAl5IRqVEnr/8LTFsLfA1C9zeArAoJq2Ga4dh8BJFJ2rMhnysM5lDQJbKU7auGZo1APSEscdlYQkLJMoO7ICdDpd0FGYw5Sy5hMq4gjqIYV43Z3rWvI4m1bB4r2MBcUeWfJhm8kHymGhf6gTcYhsm3ffIDnbjxcwqgZ
38
9(1)
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48
9(1)
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21
0(0)
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13
9(1)
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82
9.3(3)
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