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13
0(0)
kWs/0tJ0wI9ZUgiXS25HZsVYWqh0hzCubI8PswYmG9rN6emxG+kbL7zbE3oomhtrFM8ERb+tmiv2f23meTZ1Rwn8oh8ci2SOmUNXgmtoNNKNMoAglUtZ3mS0o6y8kQM/
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kWs/0tJ0wI9ZUgiXS25HZsVYWqh0hzCubI8PswYmG9rN6emxG+kbL7zbE3oomhtrFM8ERb+tmiv2f23meTZ1Rwn8oh8ci2SOmUNXgmtoNNIAaUsn4s+uWmxV/HxY4eFN
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0(0)
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9(1)
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1
0(0)
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9
0(0)
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0(0)
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9
0(0)
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2
0(0)
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22
0(0)
kWs/0tJ0wI9ZUgiXS25HZsVYWqh0hzCubI8PswYmG9qOagausUtP2Vbe0KgstX/y7TFnx/+cj0VtZoN8dPjgEGIeQcDwXjHEFXye/f4MtyE=
11
0(0)
kWs/0tJ0wI9ZUgiXS25HZsVYWqh0hzCubI8PswYmG9rN6emxG+kbL7zbE3oomhtrFM8ERb+tmiv2f23meTZ1R7kd6+4QJG6HCvRKbo6S7q2crYShCfcDDDkbouuVVQsC
15
0(0)
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27
0(0)
kWs/0tJ0wI9ZUgiXS25HZsVYWqh0hzCubI8PswYmG9rN6emxG+kbL7zbE3oomhtrFM8ERb+tmiv2f23meTZ1R1qJy90ylzin5D+MG9adC13iSyJufe3/wlHxVGXW7DBu6156v5FaJOE2f5VaQsFJWG7YjgREkDppEn3NsUFqXWk=
23
1(2)
kWs/0tJ0wI9ZUgiXS25HZsVYWqh0hzCubI8PswYmG9rN6emxG+kbL7zbE3oomhtrFM8ERb+tmiv2f23meTZ1R1liPkS67pJObEbCp0zNElhgr9RdTHUyaVijsElvJMJ5pNfWEQ57HHGtknthgh8yjulbP1d+el4jzry6Rnh37+Q=
20
1(2)
kWs/0tJ0wI9ZUgiXS25HZsVYWqh0hzCubI8PswYmG9rN6emxG+kbL7zbE3oomhtrFM8ERb+tmiv2f23meTZ1RzJjgvUCbOr7LuK6bd6kAwi3mL7SuMDYSDYj+oW3oN7a+yqjpRMO7AUowt5H7s6uK4NPgVoT/DQNnutwq7m3sb0=
21
3(2)
kWs/0tJ0wI9ZUgiXS25HZsVYWqh0hzCubI8PswYmG9q4/u8XD18vsthLjovGUY818elF8L9LFLFZkrG4YaRyyIX41Fp7bXl09loaoG1PXkkCTIbsTHeCctoDbqtfn3Jue7c89q8rVrA+FNPXKS55sg==
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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