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10
0(0)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpIeJvwVUDO69RXR3LflVjjVv84PHYTR3txrHlna1C1nYqlsNXWyDhbXt680leILwKg=
7
0(0)
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11
0(0)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpIeJvwVUDO69RXR3LflVjjVi02Uvn5aBmgmZrGK4b3uFJQTdaH3wDLZBF1tY5HDDXY=
14
0(0)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpLIXwlFkTtcAHQKMsALaABIBsTzeVj9xEBB9sFNFsCC7cM6EnOImkGsWok9ybaO5RA=
14
10(1)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpJsT4jslzlbKXnU3JW9diV2I0xgwN2wI9zdq7oafyTXjw==
21
0(0)
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17
0(0)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpII0QbL8ZhxlniBaG0aYTOl3wZQaRaAlFVKtvbLcuAFfLCGJlM6M5RjcuTdz4mJ/pw=
31
0(0)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpIeJvwVUDO69RXR3LflVjjV1gsPXm8MXOGkNzOQUI5SPLH1b7bahilhsvJseT6oE00=
23
0(0)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpLSR1lGpXpWo9ydfzIb7V+jZ1GOjcimVTuZhQDRPofozD+vwWku/Wqv58qrU0supvwahAK3fQ5NZvE8bJwE9Vpa
28
0(0)
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20
0(0)
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35
9.5(2)
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29
10(1)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpLEbvs3oXqlF9mXivBwr7zpJc+jpqoAwGvyV2yDtMkWSsZVGXem/ql4E6KpdUwBhpo=
35
9.5(2)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpLEbvs3oXqlF9mXivBwr7zpJc+jpqoAwGvyV2yDtMkWSr+UCt/7qbO7qYhIvdF6vBM=
25
9.5(2)
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31
9.5(2)
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30
9.5(2)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpLscLV8D5Iot1o33wNdq0AmLzzb6q7k3cel8hue5vPwQSo4u+0ivOftIYmGxkBSnwk=
44
10(1)
dIgkn0xg6FBi/WBKh+lfhgJh+E4SdLghezNvsrpBEpL7v42zLN0flg4M0ty/2iBBEseKdJsCBPyATc4yF0veSqfj82X+JrNjL/JEX7gl/7Fl+FP9ZT9lPnSCBTIoFWzn
30
9(1)
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