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14
0(0)
dlV/+1fKMc9DDVVX1ZIlm9BqO5QPtvCQr5NmeteOopOvg6tGgDjdLJb4NMPz9WwOliZFRUfSq5GzgGeznoDtWQ==
7
10(1)
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38
8.7(3)
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74
9(2)
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27
1(1)
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80
4(1)
dlV/+1fKMc9DDVVX1ZIlm9BqO5QPtvCQr5NmeteOopMVppnpMubMswq/psxEn68ZVniOqNP5vBt3EQ3FieoJHb0jkTCR+4RuIgv5gBDYR+O1eUlVLMebGlIoeuASYmYz
40
9.5(2)
dlV/+1fKMc9DDVVX1ZIlm9BqO5QPtvCQr5NmeteOopMVppnpMubMswq/psxEn68ZVniOqNP5vBt3EQ3FieoJHb0jkTCR+4RuIgv5gBDYR+OcQHqac2K7eK5F+bapnD/a
60
9.5(2)
dlV/+1fKMc9DDVVX1ZIlm9BqO5QPtvCQr5NmeteOopOQ8XrbCsuiK/mOfBctSos+ZUvXCLSZdYwpHYG4EE70iw==
90
9(2)
dlV/+1fKMc9DDVVX1ZIlm9BqO5QPtvCQr5NmeteOopMVppnpMubMswq/psxEn68ZVniOqNP5vBt3EQ3FieoJHYDTx7XgHT5e6FY6dyzr9Ws=
180
9(4)
dlV/+1fKMc9DDVVX1ZIlm9BqO5QPtvCQr5NmeteOopOKP4o1A5z/unUbv/BnxMTeSR1ep/h6I/zO2qHy28MoNw==
35
9.3(3)
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41
9(1)
dlV/+1fKMc9DDVVX1ZIlm9BqO5QPtvCQr5NmeteOopM1ftqTcv7KjfX0JcbaH9MFZVUtN4cZGzG+2OBWps8toUlw/roLO1Sl+fRbJ35cuoHXINuJOHBKJcjEJtT+9PAD
36
10(2)
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23
0(0)
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19
1(1)
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18
9.5(2)
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11
10(2)
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