| | |
| | | 20046 皇极至尊礼包 2 0 2 0 0 0 0 0 0 [[1,3280],[504,90],[12016,25]] 0 0 1929
|
| | | 20047 皇极无上礼包 2 0 1 0 0 0 0 0 0 [[1,6480],[504,155],[12016,50]] 0 0 1758
|
| | | 20048 皇极无限礼包 0 0 0 0 0 0 0 0 [[1,6480],[504,165]] 0 0 1758
|
| | | 22001 登场基金1 1 0 0 0 1 680 0 0 [] 0 0 4400
|
| | | 22002 登场基金高级1 1 0 0 0 1 3280 0 0 [] 0 0 6000
|
| | | 22003 登场基金2 1 0 0 0 1 680 0 0 [] 0 0 4400
|
| | | 22004 登场基金高级2 1 0 0 0 1 3280 0 0 [] 0 0 6000
|
| | | 22005 登场基金3 1 0 0 0 1 680 0 0 [] 0 0 4400
|
| | | 22006 登场基金高级3 1 0 0 0 1 3280 0 0 [] 0 0 6000
|
| | | 22007 登场基金4 1 0 0 0 1 680 0 0 [] 0 0 4400
|
| | | 22008 登场基金高级4 1 0 0 0 1 3280 0 0 [] 0 0 6000
|
| | | 22001 登场基金1 1 0 0 0 1 980 0 0 [] 0 0 5200
|
| | | 22002 登场基金高级1 1 0 0 0 1 3280 0 0 [] 0 0 6200
|
| | | 22003 登场基金2 1 0 0 0 1 980 0 0 [] 0 0 5200
|
| | | 22004 登场基金高级2 1 0 0 0 1 3280 0 0 [] 0 0 6200
|
| | | 22005 登场基金3 1 0 0 0 1 980 0 0 [] 0 0 5200
|
| | | 22006 登场基金高级3 1 0 0 0 1 3280 0 0 [] 0 0 6200
|
| | | 22007 登场基金4 1 0 0 0 1 980 0 0 [] 0 0 5200
|
| | | 22008 登场基金高级4 1 0 0 0 1 3280 0 0 [] 0 0 6200
|
| | |
| | | 2042 cw.wjfclb.7 xssg 328 6156 328 us.djyuan.099 us.djyuan.099
|
| | | 2043 cw.wjfclb.8 xssg 648 6157 648 us.djyuan.099 us.djyuan.099
|
| | | 2044 cw.wjfclb.9 xssg 648 6158 648 us.djyuan.099 us.djyuan.099
|
| | | 2045 cw.dcjj.1 xssg 68 22001 68 us.djyuan.099 us.djyuan.099
|
| | | 2045 cw.dcjj.1 xssg 98 22001 98 us.djyuan.099 us.djyuan.099
|
| | | 2046 cw.dcjjgj.1 xssg 328 22002 328 us.djyuan.099 us.djyuan.099
|
| | | 2047 cw.dcjj.2 xssg 68 22003 68 us.djyuan.099 us.djyuan.099
|
| | | 2047 cw.dcjj.2 xssg 98 22003 98 us.djyuan.099 us.djyuan.099
|
| | | 2048 cw.dcjjgj.2 xssg 328 22004 328 us.djyuan.099 us.djyuan.099
|
| | | 2049 cw.dcjj.3 xssg 68 22005 68 us.djyuan.099 us.djyuan.099
|
| | | 2049 cw.dcjj.3 xssg 98 22005 98 us.djyuan.099 us.djyuan.099
|
| | | 2050 cw.dcjjgj.3 xssg 328 22006 328 us.djyuan.099 us.djyuan.099
|
| | | 2051 cw.dcjj.4 xssg 68 22007 68 us.djyuan.099 us.djyuan.099
|
| | | 2051 cw.dcjj.4 xssg 98 22007 98 us.djyuan.099 us.djyuan.099
|
| | | 2052 cw.dcjjgj.4 xssg 328 22008 328 us.djyuan.099 us.djyuan.099
|
| | | 10001 cw.sc.1 test 6 11 6 us.djyuan.099 us.djyuan.099
|
| | | 10002 cw.sc.2 test 18 12 18 us.djyuan.099 us.djyuan.099
|
| | |
| | | 12042 cw.wjfclb.7 test 328 6156 328 us.djyuan.099 us.djyuan.099
|
| | | 12043 cw.wjfclb.8 test 648 6157 648 us.djyuan.099 us.djyuan.099
|
| | | 12044 cw.wjfclb.9 test 648 6158 648 us.djyuan.099 us.djyuan.099
|
| | | 12045 cw.dcjj.1 test 68 22001 68 us.djyuan.099 us.djyuan.099
|
| | | 12045 cw.dcjj.1 test 98 22001 98 us.djyuan.099 us.djyuan.099
|
| | | 12046 cw.dcjjgj.1 test 328 22002 328 us.djyuan.099 us.djyuan.099
|
| | | 12047 cw.dcjj.2 test 68 22003 68 us.djyuan.099 us.djyuan.099
|
| | | 12047 cw.dcjj.2 test 98 22003 98 us.djyuan.099 us.djyuan.099
|
| | | 12048 cw.dcjjgj.2 test 328 22004 328 us.djyuan.099 us.djyuan.099
|
| | | 12049 cw.dcjj.3 test 68 22005 68 us.djyuan.099 us.djyuan.099
|
| | | 12049 cw.dcjj.3 test 98 22005 98 us.djyuan.099 us.djyuan.099
|
| | | 12050 cw.dcjjgj.3 test 328 22006 328 us.djyuan.099 us.djyuan.099
|
| | | 12051 cw.dcjj.4 test 68 22007 68 us.djyuan.099 us.djyuan.099
|
| | | 12051 cw.dcjj.4 test 98 22007 98 us.djyuan.099 us.djyuan.099
|
| | | 12052 cw.dcjjgj.4 test 328 22008 328 us.djyuan.099 us.djyuan.099
|
| | | 20001 cw.sc.1 ryzj 6 11 6 us.djyuan.099 us.djyuan.099
|
| | | 20002 cw.sc.2 ryzj 18 12 18 us.djyuan.099 us.djyuan.099
|
| | |
| | | 22042 cw.wjfclb.7 ryzj 328 6156 328 us.djyuan.099 us.djyuan.099
|
| | | 22043 cw.wjfclb.8 ryzj 648 6157 648 us.djyuan.099 us.djyuan.099
|
| | | 22044 cw.wjfclb.9 ryzj 648 6158 648 us.djyuan.099 us.djyuan.099
|
| | | 22045 cw.dcjj.1 ryzj 68 22001 68 us.djyuan.099 us.djyuan.099
|
| | | 22045 cw.dcjj.1 ryzj 98 22001 98 us.djyuan.099 us.djyuan.099
|
| | | 22046 cw.dcjjgj.1 ryzj 328 22002 328 us.djyuan.099 us.djyuan.099
|
| | | 22047 cw.dcjj.2 ryzj 68 22003 68 us.djyuan.099 us.djyuan.099
|
| | | 22047 cw.dcjj.2 ryzj 98 22003 98 us.djyuan.099 us.djyuan.099
|
| | | 22048 cw.dcjjgj.2 ryzj 328 22004 328 us.djyuan.099 us.djyuan.099
|
| | | 22049 cw.dcjj.3 ryzj 68 22005 68 us.djyuan.099 us.djyuan.099
|
| | | 22049 cw.dcjj.3 ryzj 98 22005 98 us.djyuan.099 us.djyuan.099
|
| | | 22050 cw.dcjjgj.3 ryzj 328 22006 328 us.djyuan.099 us.djyuan.099
|
| | | 22051 cw.dcjj.4 ryzj 68 22007 68 us.djyuan.099 us.djyuan.099
|
| | | 22051 cw.dcjj.4 ryzj 98 22007 98 us.djyuan.099 us.djyuan.099
|
| | | 22052 cw.dcjjgj.4 ryzj 328 22008 328 us.djyuan.099 us.djyuan.099
|
| | | 30001 cw.sc.1 sghy 6 11 6 us.djyuan.099 us.djyuan.099
|
| | | 30002 cw.sc.2 sghy 18 12 18 us.djyuan.099 us.djyuan.099
|
| | |
| | | 32042 cw.wjfclb.7 sghy 328 6156 328 us.djyuan.099 us.djyuan.099
|
| | | 32043 cw.wjfclb.8 sghy 648 6157 648 us.djyuan.099 us.djyuan.099
|
| | | 32044 cw.wjfclb.9 sghy 648 6158 648 us.djyuan.099 us.djyuan.099
|
| | | 32045 cw.dcjj.1 sghy 68 22001 68 us.djyuan.099 us.djyuan.099
|
| | | 32045 cw.dcjj.1 sghy 98 22001 98 us.djyuan.099 us.djyuan.099
|
| | | 32046 cw.dcjjgj.1 sghy 328 22002 328 us.djyuan.099 us.djyuan.099
|
| | | 32047 cw.dcjj.2 sghy 68 22003 68 us.djyuan.099 us.djyuan.099
|
| | | 32047 cw.dcjj.2 sghy 98 22003 98 us.djyuan.099 us.djyuan.099
|
| | | 32048 cw.dcjjgj.2 sghy 328 22004 328 us.djyuan.099 us.djyuan.099
|
| | | 32049 cw.dcjj.3 sghy 68 22005 68 us.djyuan.099 us.djyuan.099
|
| | | 32049 cw.dcjj.3 sghy 98 22005 98 us.djyuan.099 us.djyuan.099
|
| | | 32050 cw.dcjjgj.3 sghy 328 22006 328 us.djyuan.099 us.djyuan.099
|
| | | 32051 cw.dcjj.4 sghy 68 22007 68 us.djyuan.099 us.djyuan.099
|
| | | 32051 cw.dcjj.4 sghy 98 22007 98 us.djyuan.099 us.djyuan.099
|
| | | 32052 cw.dcjjgj.4 sghy 328 22008 328 us.djyuan.099 us.djyuan.099
|
| | |
| | | 817 8 3610 17 [[31,10]] [[31,30],[30,240]] []
|
| | | 818 8 3810 18 [[30,10]] [[31,35],[30,280]] []
|
| | | 819 8 4010 19 [[31,10]] [[31,35],[30,280]] []
|
| | | 10000 100 10 0 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10001 100 20 1 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10002 100 30 2 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10003 100 40 3 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10004 100 50 4 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10005 100 60 5 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10006 100 70 6 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10007 100 80 7 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10008 100 90 8 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10009 100 100 9 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10010 100 110 10 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10011 100 120 11 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10012 100 130 12 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10013 100 140 13 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10014 100 150 14 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10015 100 160 15 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10016 100 170 16 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10017 100 180 17 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10018 100 190 18 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10019 100 200 19 [[501,1]] [[501,4]] [[501,10],[501,10]]
|
| | | 10050 101 10 0 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10051 101 20 1 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10052 101 30 2 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10053 101 40 3 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10054 101 50 4 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10055 101 60 5 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10056 101 70 6 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10057 101 80 7 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10058 101 90 8 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10059 101 100 9 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10060 101 110 10 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10061 101 120 11 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10062 101 130 12 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10063 101 140 13 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10064 101 150 14 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10065 101 160 15 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10066 101 170 16 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10067 101 180 17 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10068 101 190 18 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10069 101 200 19 [[502,1]] [[502,4]] [[502,10],[502,10]]
|
| | | 10100 102 10 0 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10101 102 20 1 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10102 102 30 2 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10103 102 40 3 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10104 102 50 4 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10105 102 60 5 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10106 102 70 6 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10107 102 80 7 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10108 102 90 8 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10109 102 100 9 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10110 102 110 10 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10111 102 120 11 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10112 102 130 12 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10113 102 140 13 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10114 102 150 14 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10115 102 160 15 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10116 102 170 16 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10117 102 180 17 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10118 102 190 18 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10119 102 200 19 [[503,1]] [[503,4]] [[503,10],[503,10]]
|
| | | 10150 103 10 0 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10151 103 20 1 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10152 103 30 2 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10153 103 40 3 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10154 103 50 4 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10155 103 60 5 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10156 103 70 6 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10157 103 80 7 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10158 103 90 8 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10159 103 100 9 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10160 103 110 10 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10161 103 120 11 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10162 103 130 12 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10163 103 140 13 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10164 103 150 14 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10165 103 160 15 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10166 103 170 16 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10167 103 180 17 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10168 103 190 18 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10169 103 200 19 [[504,1]] [[504,4]] [[504,10],[504,10]]
|
| | | 10000 100 10 0 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10001 100 20 1 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10002 100 30 2 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10003 100 40 3 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10004 100 50 4 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10005 100 60 5 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10006 100 70 6 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10007 100 80 7 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10008 100 90 8 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10009 100 100 9 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10010 100 110 10 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10011 100 120 11 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10012 100 130 12 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10013 100 140 13 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10014 100 150 14 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10015 100 160 15 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10016 100 170 16 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10017 100 180 17 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10018 100 190 18 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10019 100 200 19 [[501,1]] [[501,5]] [[501,10],[501,10]]
|
| | | 10050 101 10 0 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10051 101 20 1 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10052 101 30 2 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10053 101 40 3 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10054 101 50 4 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10055 101 60 5 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10056 101 70 6 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10057 101 80 7 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10058 101 90 8 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10059 101 100 9 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10060 101 110 10 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10061 101 120 11 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10062 101 130 12 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10063 101 140 13 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10064 101 150 14 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10065 101 160 15 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10066 101 170 16 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10067 101 180 17 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10068 101 190 18 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10069 101 200 19 [[502,1]] [[502,5]] [[502,10],[502,10]]
|
| | | 10100 102 10 0 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10101 102 20 1 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10102 102 30 2 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10103 102 40 3 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10104 102 50 4 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10105 102 60 5 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10106 102 70 6 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10107 102 80 7 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10108 102 90 8 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10109 102 100 9 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10110 102 110 10 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10111 102 120 11 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10112 102 130 12 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10113 102 140 13 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10114 102 150 14 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10115 102 160 15 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10116 102 170 16 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10117 102 180 17 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10118 102 190 18 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10119 102 200 19 [[503,1]] [[503,5]] [[503,10],[503,10]]
|
| | | 10150 103 10 0 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10151 103 20 1 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10152 103 30 2 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10153 103 40 3 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10154 103 50 4 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10155 103 60 5 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10156 103 70 6 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10157 103 80 7 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10158 103 90 8 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10159 103 100 9 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10160 103 110 10 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10161 103 120 11 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10162 103 130 12 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10163 103 140 13 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10164 103 150 14 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10165 103 160 15 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10166 103 170 16 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10167 103 180 17 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10168 103 190 18 [[504,1]] [[504,5]] [[504,10],[504,10]]
|
| | | 10169 103 200 19 [[504,1]] [[504,5]] [[504,10],[504,10]]
|