level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
1
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
2
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
3
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
4
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
5
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
6
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~dingding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
7
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~dding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~di
2006年07月20日 14点07分
8
level 1
ng~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
9
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~dding~ding~ding~ding~ding~ding~ding~ding~ding~ding~dingding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
10
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
11
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~dding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
12
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
13
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~dingding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
14
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
15
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~dding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
16
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
17
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
18
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~dingding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d
2006年07月20日 14点07分
19
level 1
ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~ding~d 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2006年07月20日 14点07分
20