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14
0(0)
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5
0(0)
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4
0(0)
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9
0(0)
B08nBlQQjUo9CTjA5x54vUy38+bxLQRlYXgFAT0Wy1ijGurov2IZE9Ureq3tQzCH+e1ksP//6f5TvkF+Q2DGS5i+0A+RwObW3AKy9NffScy3Uxvg/XjlUek6xKIm0xObn+txb3xoKHyXmvNMlzkODaGRVprFuud7bqRAE/ZCWZ1N1EMX+EMnAnvv0OormCXnZp26pVT5cGJ03AqlUJjALwkF6vR5U01kXI4mcbwlFTw=
10
0(0)
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9
0(0)
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2
0(0)
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22
0(0)
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11
0(0)
B08nBlQQjUo9CTjA5x54vT4Ub7ZeFqyfC/7hNU9XHuNG5v38N+YGLFV+YUE8/ICZeir5JetST8dUgwIrdc128g2S0eM+U1H46UTafJbRoXTCoD3UYrL4cl5+I9hRZobn
10
0(0)
B08nBlQQjUo9CTjA5x54vUy38+bxLQRlYXgFAT0Wy1iU0VrjIG1LpcdMdfz9H8SwE3pEvlmA0TDuleW7zHwFvV4oXRfVdkRdYY8KTyzBSHLJpMvkUZHNEnlgmRE5Sdnh
15
0(0)
B08nBlQQjUo9CTjA5x54vUy38+bxLQRlYXgFAT0Wy1jCQHEQF4q+iDL8ZNelMsT/tvevQ29SZPu0sYAygKtSdx+TC0vlbfctPHFtdEDeSyE=
27
0(0)
B08nBlQQjUo9CTjA5x54vUy38+bxLQRlYXgFAT0Wy1iU0VrjIG1LpcdMdfz9H8SwE3pEvlmA0TDuleW7zHwFvWEsReJN/6Mn0E6K6VlYvrUoF1/XlFSTiZFVNX/MSDhWL+fuPB/XAL9mI55crqRNuNcCl1ivynOWv5YpNLPmYuM=
23
1(2)
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20
1(2)
B08nBlQQjUo9CTjA5x54vUy38+bxLQRlYXgFAT0Wy1iU0VrjIG1LpcdMdfz9H8SwE3pEvlmA0TDuleW7zHwFvWYF0pEijhqm4aMI4dQBS22kJJiLCIzeLX7tCzbMOdHkLiNAi0gQh/K5NUYwb7/vWa8yHJ2BpEXZOltoPqvAM7s=
21
3(2)
B08nBlQQjUo9CTjA5x54vUy38+bxLQRlYXgFAT0Wy1gDjOJ8UVtPGPrTgvVNr+bd0ds1y2l/BJWDoEiWlaz++fpo7T+OsWvFM+x8LpvKSyA4gE9q5mB+EfF8riXp5bk1GD5b2EitEt796vC8on7cVA==
15
1(1)
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13
1(2)
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10
1(1)
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10
5.5(2)
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13
5.5(2)
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