| | |
| | | ChapterID ChapterName Level MapBG DailyBootyUpperList BG
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| | | 章节ID 章节名称 难度 场景 每日战利品掉落上限 界面背景图
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| | | 1 缥缈宗 新手 map1 [[30,50000]] mainboss_img_217
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| | | 2 两仪山间 简单 map1 [[30,60000], [6,10]] mainboss_img_217
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| | | 3 封魔之地 困难 map2 [[30,70000], [6,12], [5,10]] mainboss_img_217
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| | | 4 玄梦幻界 噩梦 map2 [[30,80000], [6,17], [5,12], [1,100]] mainboss_img_217
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| | | 5 秘灵岛 地狱 map3 [[30,100000], [6,20], [5,15], [1,150]] mainboss_img_217
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| | | 6 秘灵岛2 地狱 map3 [[30,200000], [6,25], [5,20], [1,200]] mainboss_img_217
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| | | 2 缥缈宗 新手 map1 [[30,60000], [6,10]] mainboss_img_217
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| | | 3 缥缈宗 简单 map1 [[30,70000], [6,12], [5,10]] mainboss_img_217
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| | | 4 缥缈宗 简单 map1 [[30,80000], [6,17], [5,12], [1,100]] mainboss_img_217
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| | | 5 缥缈宗 简单 map1 [[30,100000], [6,20], [5,15], [1,150]] mainboss_img_217
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| | | 6 缥缈宗 简单 map1 [[30,200000], [6,25], [5,20], [1,200]] mainboss_img_217
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| | | 7 缥缈宗 简单 map1 [[30,200000], [6,25], [5,20], [1,201]] mainboss_img_217
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| | | 8 缥缈宗 简单 map1 [[30,200000], [6,25], [5,20], [1,202]] mainboss_img_217
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| | | 9 缥缈宗 简单 map1 [[30,200000], [6,25], [5,20], [1,203]] mainboss_img_217
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| | | 10 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,204]] mainboss_img_217
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| | | 11 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,205]] mainboss_img_217
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| | | 12 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,206]] mainboss_img_217
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| | | 13 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,207]] mainboss_img_217
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| | | 14 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,208]] mainboss_img_217
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| | | 15 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,209]] mainboss_img_217
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| | | 16 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,210]] mainboss_img_217
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| | | 17 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,211]] mainboss_img_217
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| | | 18 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,212]] mainboss_img_217
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| | | 19 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,213]] mainboss_img_217
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| | | 20 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,214]] mainboss_img_217
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| | | 21 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,215]] mainboss_img_217
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| | | 22 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,216]] mainboss_img_217
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| | | 23 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,217]] mainboss_img_217
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| | | 24 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,218]] mainboss_img_217
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| | | 25 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,219]] mainboss_img_217
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| | | 26 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,220]] mainboss_img_217
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| | | 27 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,221]] mainboss_img_217
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| | | 28 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,222]] mainboss_img_217
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| | | 29 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,223]] mainboss_img_217
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| | | 30 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,224]] mainboss_img_217
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| | | 31 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,225]] mainboss_img_217
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| | | 32 缥缈宗 困难 map1 [[30,200000], [6,25], [5,20], [1,226]] mainboss_img_217
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| | | 33 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,227]] mainboss_img_217
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| | | 34 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,228]] mainboss_img_217
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| | | 35 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,229]] mainboss_img_217
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| | | 36 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,230]] mainboss_img_217
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| | | 37 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,231]] mainboss_img_217
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| | | 38 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,232]] mainboss_img_217
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| | | 39 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,233]] mainboss_img_217
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| | | 40 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,234]] mainboss_img_217
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| | | 41 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,235]] mainboss_img_217
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| | | 42 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,236]] mainboss_img_217
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| | | 43 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,237]] mainboss_img_217
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| | | 44 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,238]] mainboss_img_217
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| | | 45 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,239]] mainboss_img_217
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| | | 46 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,240]] mainboss_img_217
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| | | 47 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,241]] mainboss_img_217
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| | | 48 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,242]] mainboss_img_217
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| | | 49 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,243]] mainboss_img_217
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| | | 50 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,244]] mainboss_img_217
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| | | 51 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,245]] mainboss_img_217
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| | | 52 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,246]] mainboss_img_217
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| | | 53 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,247]] mainboss_img_217
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| | | 54 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,248]] mainboss_img_217
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| | | 55 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,249]] mainboss_img_217
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| | | 56 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,250]] mainboss_img_217
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| | | 57 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,251]] mainboss_img_217
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| | | 58 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,252]] mainboss_img_217
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| | | 59 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,253]] mainboss_img_217
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| | | 60 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,254]] mainboss_img_217
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| | | 61 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,255]] mainboss_img_217
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| | | 62 缥缈宗 噩梦 map1 [[30,200000], [6,25], [5,20], [1,256]] mainboss_img_217
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| | |
| | | int int int int[] int[] int[] int[] int[] int[] int[] int[][] long
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| | | LevelID ChapterID LevelNum WaveLineupIDList1 WaveLineupIDList2 WaveLineupIDList3 WaveLineupIDList4 WaveLineupIDList5 WaveLineupIDList6 BossLineupIDList AwardItemList FightPower
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| | | 关卡ID 章节ID 章节关卡编号 波1阵容ID列表 波2阵容ID列表 波3阵容ID列表 波4阵容ID列表 波5阵容ID列表 波6阵容ID列表 Boss波阵容ID列表 过关奖励列表 战力
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| | | 101 1 1 1000001 1000002 1000003 1000004 1000010 [[5,2],[30,1]] 12345678900000
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| | | 102 1 2 1000002 1000003 1000004 1000005 1000011 [[5,2],[30,1]] 1000
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| | | 103 1 3 1000003 1000004 1000005 1000006 1000012 [[5,2],[30,1]] 2000
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| | | 104 1 4 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000013 [[5,2],[30,1]] 3000
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| | | 105 1 5 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000014 [[5,2],[30,1]] 4000
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| | | 106 1 6 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000015 [[5,2],[30,1]] 5000
|
| | | 107 1 7 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000016 [[5,2],[30,1]] 6000
|
| | | 108 1 8 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000017 [[5,2],[30,1]] 7000
|
| | | 109 1 9 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000018 [[5,2],[30,1]] 8000
|
| | | 110 1 10 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000019 [[5,2],[30,1]] 9000
|
| | | 201 2 1 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000010 [[5,2],[30,1]] 10000
|
| | | 202 2 2 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000011 [[5,2],[30,1]] 11000
|
| | | 203 2 3 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000012 [[5,2],[30,1]] 12000
|
| | | 204 2 4 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000013 [[5,2],[30,1]] 13000
|
| | | 205 2 5 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000014 [[5,2],[30,1]] 14000
|
| | | 206 2 6 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000015 [[5,2],[30,1]] 15000
|
| | | 207 2 7 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000016 [[5,2],[30,1]] 16000
|
| | | 208 2 8 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000017 [[5,2],[30,1]] 17000
|
| | | 209 2 9 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000018 [[5,2],[30,1]] 18000
|
| | | 210 2 10 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000019 [[5,2],[30,1]] 19000
|
| | | 301 3 1 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000010 [[5,2],[30,1]] 20000
|
| | | 302 3 2 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000011 [[5,2],[30,1]] 21000
|
| | | 303 3 3 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000012 [[5,2],[30,1]] 22000
|
| | | 304 3 4 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000013 [[5,2],[30,1]] 23000
|
| | | 305 3 5 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000014 [[5,2],[30,1]] 24000
|
| | | 306 3 6 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000015 [[5,2],[30,1]] 25000
|
| | | 307 3 7 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000016 [[5,2],[30,1]] 26000
|
| | | 308 3 8 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000017 [[5,2],[30,1]] 27000
|
| | | 309 3 9 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000018 [[5,2],[30,1]] 28000
|
| | | 310 3 10 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000019 [[5,2],[30,1]] 29000
|
| | | 401 4 1 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000010 [[5,2],[30,1]] 30000
|
| | | 402 4 2 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000011 [[5,2],[30,1]] 31000
|
| | | 403 4 3 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000012 [[5,2],[30,1]] 32000
|
| | | 404 4 4 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000013 [[5,2],[30,1]] 33000
|
| | | 405 4 5 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000014 [[5,2],[30,1]] 34000
|
| | | 406 4 6 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000015 [[5,2],[30,1]] 35000
|
| | | 407 4 7 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000016 [[5,2],[30,1]] 36000
|
| | | 408 4 8 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000017 [[5,2],[30,1]] 37000
|
| | | 409 4 9 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000018 [[5,2],[30,1]] 38000
|
| | | 410 4 10 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000019 [[5,2],[30,1]] 39000
|
| | | 501 5 1 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000010 [[5,2],[30,1]] 40000
|
| | | 502 5 2 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000011 [[5,2],[30,1]] 41000
|
| | | 503 5 3 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000012 [[5,2],[30,1]] 42000
|
| | | 504 5 4 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000013 [[5,2],[30,1]] 43000
|
| | | 505 5 5 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000014 [[5,2],[30,1]] 44000
|
| | | 506 5 6 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000015 [[5,2],[30,1]] 45000
|
| | | 507 5 7 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000016 [[5,2],[30,1]] 46000
|
| | | 508 5 8 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000017 [[5,2],[30,1]] 47000
|
| | | 509 5 9 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000018 [[5,2],[30,1]] 48000
|
| | | 510 5 10 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000019 [[5,2],[30,1]] 49000
|
| | | 601 6 1 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000010 [[5,2],[30,1]] 50000
|
| | | 602 6 2 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000011 [[5,2],[30,1]] 51000
|
| | | 603 6 3 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000009|1000012 [[5,2],[30,1]] 52000
|
| | | 604 6 4 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000013 [[5,2],[30,1]] 53000
|
| | | 605 6 5 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000014 [[5,2],[30,1]] 54000
|
| | | 606 6 6 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000015 [[5,2],[30,1]] 55000
|
| | | 607 6 7 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000016 [[5,2],[30,1]] 56000
|
| | | 608 6 8 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000017 [[5,2],[30,1]] 57000
|
| | | 609 6 9 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000018 [[5,2],[30,1]] 58000
|
| | | 610 6 10 1000001|1000002|1000003 1000002|1000003|1000004 1000004|1000005|1000006 1000004|1000005|1000006 1000006|1000007|1000008 1000007|1000008|1000009 1000009|1000019 [[5,2],[30,1]] 59000
|
| | | 101 1 1 1010101|1010102 1010103|1010104 1010105|1010106 1010107|1010108 1010109 [[5,2],[30,1]] |
| | | 102 1 2 1010201|1010202 1010203|1010204 1010205|1010206 1010207|1010208 1010209 [[5,2],[30,1]] |
| | | 103 1 3 1010301|1010302 1010303|1010304 1010305|1010306 1010307|1010308 1010309 [[5,2],[30,1]] |
| | | 104 1 4 1010401|1010402 1010403|1010404 1010405|1010406 1010407|1010408 1010409 [[5,2],[30,1]] |
| | | 105 1 5 1010501|1010502 1010503|1010504 1010505|1010506 1010507|1010508 1010509 [[5,2],[30,1]] |
| | | 201 2 1 1020101|1020102 1020103|1020104 1020105|1020106 1020107|1020108 1020109 [[5,2],[30,1]] |
| | | 202 2 2 1020201|1020202 1020203|1020204 1020205|1020206 1020207|1020208 1020209 [[5,2],[30,1]] |
| | | 203 2 3 1020301|1020302 1020303|1020304 1020305|1020306 1020307|1020308 1020309 [[5,2],[30,1]] |
| | | 204 2 4 1020401|1020402 1020403|1020404 1020405|1020406 1020407|1020408 1020409 [[5,2],[30,1]] |
| | | 205 2 5 1020501|1020502 1020503|1020504 1020505|1020506 1020507|1020508 1020509 [[5,2],[30,1]] |
| | | 301 3 1 1030101|1030102 1030103|1030104 1030105|1030106 1030107|1030108 1030109 [[5,2],[30,1]] |
| | | 302 3 2 1030201|1030202 1030203|1030204 1030205|1030206 1030207|1030208 1030209 [[5,2],[30,1]] |
| | | 303 3 3 1030301|1030302 1030303|1030304 1030305|1030306 1030307|1030308 1030309 [[5,2],[30,1]] |
| | | 304 3 4 1030401|1030402 1030403|1030404 1030405|1030406 1030407|1030408 1030409 [[5,2],[30,1]] |
| | | 305 3 5 1030501|1030502 1030503|1030504 1030505|1030506 1030507|1030508 1030509 [[5,2],[30,1]] |
| | | 306 3 6 1030601|1030602 1030603|1030604 1030605|1030606 1030607|1030608 1030609 [[5,2],[30,1]] |
| | | 307 3 7 1030701|1030702 1030703|1030704 1030705|1030706 1030707|1030708 1030709 [[5,2],[30,1]] |
| | | 308 3 8 1030801|1030802 1030803|1030804 1030805|1030806 1030807|1030808 1030809 [[5,2],[30,1]] |
| | | 401 4 1 1040101|1040102 1040103|1040104 1040105|1040106 1040107|1040108 1040109|1040110 1040111 [[5,2],[30,1]] |
| | | 402 4 2 1040201|1040202 1040203|1040204 1040205|1040206 1040207|1040208 1040209|1040210 1040211 [[5,2],[30,1]] |
| | | 403 4 3 1040301|1040302 1040303|1040304 1040305|1040306 1040307|1040308 1040309|1040310 1040311 [[5,2],[30,1]] |
| | | 404 4 4 1040401|1040402 1040403|1040404 1040405|1040406 1040407|1040408 1040409|1040410 1040411 [[5,2],[30,1]] |
| | | 405 4 5 1040501|1040502 1040503|1040504 1040505|1040506 1040507|1040508 1040509|1040510 1040511 [[5,2],[30,1]] |
| | | 406 4 6 1040601|1040602 1040603|1040604 1040605|1040606 1040607|1040608 1040609|1040610 1040611 [[5,2],[30,1]] |
| | | 407 4 7 1040701|1040702 1040703|1040704 1040705|1040706 1040707|1040708 1040709|1040710 1040711 [[5,2],[30,1]] |
| | | 408 4 8 1040801|1040802 1040803|1040804 1040805|1040806 1040807|1040808 1040809|1040810 1040811 [[5,2],[30,1]] |
| | | 409 4 9 1040901|1040902 1040903|1040904 1040905|1040906 1040907|1040908 1040909|1040910 1040911 [[5,2],[30,1]] |
| | | 410 4 10 1041001|1041002 1041003|1041004 1041005|1041006 1041007|1041008 1041009|1041010 1041011 [[5,2],[30,1]] |
| | | 501 5 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 5585112
|
| | | 502 5 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 5781528
|
| | | 503 5 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 5982240
|
| | | 504 5 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 6397272
|
| | | 505 5 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 6612192
|
| | | 506 5 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 7101552
|
| | | 507 5 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 7362576
|
| | | 508 5 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 7805562
|
| | | 509 5 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 8017788
|
| | | 510 5 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 8252004
|
| | | 601 6 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 8703540
|
| | | 602 6 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 8897982
|
| | | 603 6 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 9158022
|
| | | 604 6 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 9617310
|
| | | 605 6 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 9866640
|
| | | 606 6 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 10081560
|
| | | 607 6 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 10548282
|
| | | 608 6 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 10786362
|
| | | 609 6 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 11021346
|
| | | 610 6 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 11497212
|
| | | 701 7 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 11806518
|
| | | 702 7 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 11977014
|
| | | 703 7 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 12462276
|
| | | 704 7 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 12765150
|
| | | 705 7 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 12950118
|
| | | 706 7 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 13444560
|
| | | 707 7 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 14254740
|
| | | 708 7 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 14770908
|
| | | 709 7 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 15103278
|
| | | 710 7 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 15000126
|
| | | 801 8 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 15438606
|
| | | 802 8 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 15780228
|
| | | 803 8 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 16009212
|
| | | 804 8 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 16125540
|
| | | 805 8 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 16476420
|
| | | 806 8 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 16709382
|
| | | 807 8 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 16832454
|
| | | 808 8 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 17191674
|
| | | 809 8 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 17426460
|
| | | 810 8 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 17556948
|
| | | 901 9 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 17925108
|
| | | 902 9 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 18162138
|
| | | 903 9 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 18299658
|
| | | 904 9 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 18679578
|
| | | 905 9 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 18917538
|
| | | 906 9 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 19062162
|
| | | 907 9 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 19451028
|
| | | 908 9 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 20298594
|
| | | 909 9 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 20761722
|
| | | 910 9 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 21204516
|
| | | 1001 10 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 21326946
|
| | | 1002 10 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 21652674
|
| | | 1003 10 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 22104564
|
| | | 1004 10 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 22392192
|
| | | 1005 10 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 22564056
|
| | | 1006 10 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 23027118
|
| | | 1007 10 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 23316864
|
| | | 1008 10 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 23497632
|
| | | 1009 10 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 23973228
|
| | | 1010 10 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 24263232
|
| | | 1101 11 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 24453000
|
| | | 1102 11 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 24939612
|
| | | 1103 11 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 25230528
|
| | | 1104 11 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 25430112
|
| | | 1105 11 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 25927908
|
| | | 1106 11 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 26916354
|
| | | 1107 11 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 27551322
|
| | | 1108 11 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 28114986
|
| | | 1109 11 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 28463052
|
| | | 1110 11 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 28686372
|
| | | 1201 12 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 29263212
|
| | | 1202 12 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 29614038
|
| | | 1203 12 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 29848518
|
| | | 1204 12 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 30440232
|
| | | 1205 12 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 30790920
|
| | | 1206 12 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 31036824
|
| | | 1207 12 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 31641738
|
| | | 1208 12 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 31993266
|
| | | 1209 12 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 32251410
|
| | | 1210 12 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 32869524
|
| | | 1301 13 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 33224268
|
| | | 1302 13 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 33494172
|
| | | 1303 13 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 34123566
|
| | | 1304 13 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 34479510
|
| | | 1305 13 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 34762014
|
| | | 1306 13 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 35404584
|
| | | 1307 13 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 35760882
|
| | | 1308 13 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 36056106
|
| | | 1309 13 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 36713682
|
| | | 1310 13 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 37067700
|
| | | 1401 14 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 37375884
|
| | | 1402 14 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 38047140
|
| | | 1403 14 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 38401278
|
| | | 1404 14 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 38722662
|
| | | 1405 14 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 39407718
|
| | | 1406 14 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 41824974
|
| | | 1407 14 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 43569774
|
| | | 1408 14 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 44826432
|
| | | 1409 14 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 46837722
|
| | | 1410 14 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 46837722
|
| | | 1501 15 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 48515082
|
| | | 1502 15 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 50219076
|
| | | 1503 15 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 50219076
|
| | | 1504 15 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 51951324
|
| | | 1505 15 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 53711340
|
| | | 1506 15 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 53711340
|
| | | 1507 15 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 55495470
|
| | | 1508 15 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 57310854
|
| | | 1509 15 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 57310854
|
| | | 1510 15 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 59153592
|
| | | 1601 16 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 61023378
|
| | | 1602 16 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 61023378
|
| | | 1603 16 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 62921394
|
| | | 1604 16 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 64843548
|
| | | 1605 16 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 64843548
|
| | | 1606 16 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 66796566
|
| | | 1607 16 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 68777268
|
| | | 1608 16 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 68777268
|
| | | 1609 16 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 70785654
|
| | | 1610 16 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 72821328
|
| | | 1701 17 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 72821328
|
| | | 1702 17 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 74882136
|
| | | 1703 17 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 76972578
|
| | | 1704 17 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 76972578
|
| | | 1705 17 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 79092786
|
| | | 1706 17 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 82276692
|
| | | 1707 17 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 85933548
|
| | | 1708 17 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 87217578
|
| | | 1709 17 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 87756432
|
| | | 1710 17 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 88512384
|
| | | 1801 18 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 89815860
|
| | | 1802 18 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 90348954
|
| | | 1803 18 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 91130130
|
| | | 1804 18 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 92453022
|
| | | 1805 18 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 92979444
|
| | | 1806 18 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 93786012
|
| | | 1807 18 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 95129064
|
| | | 1808 18 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 95649726
|
| | | 1809 18 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 96481494
|
| | | 1810 18 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 97844010
|
| | | 1901 19 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 98357520
|
| | | 1902 19 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 99215856
|
| | | 1903 19 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 100597806
|
| | | 1904 19 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 101104482
|
| | | 1905 19 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 101989098
|
| | | 1906 19 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 103390488
|
| | | 1907 19 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 103890060
|
| | | 1908 19 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 104801244
|
| | | 1909 19 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 106222050
|
| | | 1910 19 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 106713606
|
| | | 2001 20 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 107652246
|
| | | 2002 20 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 109092492
|
| | | 2003 20 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 109575744
|
| | | 2004 20 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 110542128
|
| | | 2005 20 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 112001838
|
| | | 2006 20 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 116160078
|
| | | 2007 20 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 121307022
|
| | | 2008 20 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 125226390
|
| | | 2009 20 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 128103924
|
| | | 2010 20 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 129209748
|
| | | 2101 21 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 133251468
|
| | | 2102 21 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 136172898
|
| | | 2103 21 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 137357778
|
| | | 2104 21 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 141524058
|
| | | 2105 21 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 144481968
|
| | | 2106 21 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 145747680
|
| | | 2107 21 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 150036510
|
| | | 2108 21 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 153032934
|
| | | 2109 21 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 154382502
|
| | | 2110 21 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 158794254
|
| | | 2201 22 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 161829708
|
| | | 2202 22 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 163265412
|
| | | 2203 22 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 167794482
|
| | | 2204 22 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 170865186
|
| | | 2205 22 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 172389450
|
| | | 2206 22 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 177038880
|
| | | 2207 22 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 180140304
|
| | | 2208 22 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 181755504
|
| | | 2209 22 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 186531510
|
| | | 2210 22 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 189657870
|
| | | 2301 23 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 191366310
|
| | | 2302 23 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 196265268
|
| | | 2303 23 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 199415484
|
| | | 2304 23 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 201220164
|
| | | 2305 23 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 206241642
|
| | | 2306 23 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 209421210
|
| | | 2307 23 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 211323810
|
| | | 2308 23 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 216462048
|
| | | 2309 23 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 219662928
|
| | | 2310 23 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 221666448
|
| | | 2401 24 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 226925598
|
| | | 2402 24 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 230145822
|
| | | 2403 24 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 232252662
|
| | | 2404 24 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 237640164
|
| | | 2405 24 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 243082794
|
| | | 2406 24 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 256823400
|
| | | 2407 24 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 268717176
|
| | | 2408 24 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 276673086
|
| | | 2409 24 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 282193002
|
| | | 2410 24 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 284728242
|
| | | 2501 25 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 292890954
|
| | | 2502 25 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 298454844
|
| | | 2503 25 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 301150404
|
| | | 2504 25 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 309516804
|
| | | 2505 25 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 315120570
|
| | | 2506 25 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 317980554
|
| | | 2507 25 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 326543430
|
| | | 2508 25 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 332185470
|
| | | 2509 25 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 335214558
|
| | | 2510 25 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 343982940
|
| | | 2601 26 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 349654248
|
| | | 2602 26 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 352855344
|
| | | 2603 26 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 361827510
|
| | | 2604 26 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 367519722
|
| | | 2605 26 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 370897602
|
| | | 2606 26 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 380077656
|
| | | 2607 26 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 385794360
|
| | | 2608 26 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 389353248
|
| | | 2609 26 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 398733372
|
| | | 2610 26 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 404470002
|
| | | 2701 27 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 408213258
|
| | | 2702 27 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 417792978
|
| | | 2703 27 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 423547122
|
| | | 2704 27 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 427479546
|
| | | 2705 27 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 437262348
|
| | | 2706 27 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 443025672
|
| | | 2707 27 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 447150888
|
| | | 2708 27 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 457137876
|
| | | 2709 27 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 462903222
|
| | | 2710 27 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 467225310
|
| | | 2801 28 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 477419694
|
| | | 2802 28 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 483187902
|
| | | 2803 28 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 487710942
|
| | | 2804 28 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 498107178
|
| | | 2805 28 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 508602000
|
| | | 2806 28 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 532531824
|
| | | 2807 28 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 557908032
|
| | | 2808 28 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 573862416
|
| | | 2809 28 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 584612052
|
| | | 2810 28 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 590003004
|
| | | 2901 29 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 606317280
|
| | | 2902 29 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 617094864
|
| | | 2903 29 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 622808088
|
| | | 2904 29 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 639482112
|
| | | 2905 29 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 650286912
|
| | | 2906 29 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 656330160
|
| | | 2907 29 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 673363872
|
| | | 2908 29 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 684192468
|
| | | 2909 29 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 690572508
|
| | | 2910 29 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 707958528
|
| | | 3001 30 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 718801146
|
| | | 3002 30 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 725525106
|
| | | 3003 30 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 743267508
|
| | | 3004 30 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 754119924
|
| | | 3005 30 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 761195340
|
| | | 3006 30 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 779299908
|
| | | 3007 30 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 790145484
|
| | | 3008 30 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 797579220
|
| | | 3009 30 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 816039294
|
| | | 3010 30 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 826878540
|
| | | 3101 31 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 834677628
|
| | | 3102 31 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 853502958
|
| | | 3103 31 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 864325350
|
| | | 3104 31 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 872496822
|
| | | 3105 31 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 891670368
|
| | | 3106 31 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 902475150
|
| | | 3107 31 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 911026494
|
| | | 3108 31 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 930557256
|
| | | 3109 31 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 941338626
|
| | | 3110 31 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 950276850
|
| | | 3201 32 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 970167336
|
| | | 3202 32 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 980901768
|
| | | 3203 32 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 990234408
|
| | | 3204 32 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 1010483682
|
| | | 3205 32 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 1043255064
|
| | | 3206 32 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 1093926120
|
| | | 3207 32 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 1118098362
|
| | | 3208 32 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 1131851934
|
| | | 3209 32 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 1142465814
|
| | | 3210 32 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 1167011556
|
| | | 3301 33 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 1180641894
|
| | | 3302 33 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 1191743022
|
| | | 3303 33 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 1216664244
|
| | | 3304 33 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 1230164766
|
| | | 3305 33 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 1241759622
|
| | | 3306 33 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 1267044876
|
| | | 3307 33 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 1280411040
|
| | | 3308 33 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 1292507952
|
| | | 3309 33 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 1318164918
|
| | | 3310 33 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 1331393736
|
| | | 3401 34 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 1343999208
|
| | | 3402 34 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 1370014164
|
| | | 3403 34 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 1383100680
|
| | | 3404 34 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 1396222536
|
| | | 3405 34 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 1422601044
|
| | | 3406 34 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 1435531866
|
| | | 3407 34 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 1449177714
|
| | | 3408 34 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 1475935140
|
| | | 3409 34 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 1488691578
|
| | | 3410 34 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 1502867898
|
| | | 3501 35 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 1529993598
|
| | | 3502 35 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 1542582498
|
| | | 3503 35 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 1557297618
|
| | | 3504 35 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 1584787350
|
| | | 3505 35 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 1597203936
|
| | | 3506 35 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 1612464360
|
| | | 3507 35 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 1640319774
|
| | | 3508 35 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 1652547834
|
| | | 3509 35 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 1668361386
|
| | | 3510 35 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 1696584480
|
| | | 3601 36 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 1708623066
|
| | | 3602 36 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 1724997354
|
| | | 3603 36 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 1753592760
|
| | | 3604 36 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 1765423266
|
| | | 3605 36 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 1782365370
|
| | | 3606 36 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 1811332032
|
| | | 3607 36 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 1822951620
|
| | | 3608 36 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 1840468788
|
| | | 3609 36 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 1869803586
|
| | | 3610 36 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 1881220068
|
| | | 3701 37 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 1899319884
|
| | | 3702 37 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 1929007950
|
| | | 3703 37 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 1940204604
|
| | | 3704 37 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 1958894172
|
| | | 3705 37 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 1988953464
|
| | | 3706 37 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 2100170952
|
| | | 3707 37 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 2203550736
|
| | | 3708 37 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 2293662552
|
| | | 3709 37 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 2361986730
|
| | | 3710 37 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 2384461122
|
| | | 3801 38 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 2475926676
|
| | | 3802 38 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 2543774094
|
| | | 3803 38 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 2568073638
|
| | | 3804 38 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 2660882112
|
| | | 3805 38 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 2728217154
|
| | | 3806 38 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 2754369090
|
| | | 3807 38 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 2848534956
|
| | | 3808 38 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 2915345070
|
| | | 3809 38 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 2943375534
|
| | | 3810 38 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 3038890416
|
| | | 3901 39 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 3105137082
|
| | | 3902 39 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 3135073914
|
| | | 3903 39 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 3231928818
|
| | | 3904 39 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 3297605220
|
| | | 3905 39 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 3329475036
|
| | | 3906 39 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 3427678206
|
| | | 3907 39 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 3492737952
|
| | | 3908 39 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 3526567512
|
| | | 3909 39 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 3626119050
|
| | | 3910 39 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 3690537612
|
| | | 4001 40 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 3726354276
|
| | | 4002 40 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 3827263110
|
| | | 4003 40 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 3891006888
|
| | | 4004 40 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 3928837128
|
| | | 4005 40 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 4031098506
|
| | | 4006 40 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 4094150226
|
| | | 4007 40 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 4134021522
|
| | | 4008 40 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 4237627644
|
| | | 4009 40 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 4299968574
|
| | | 4010 40 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 4341908046
|
| | | 4101 41 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 4446857088
|
| | | 4102 41 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 4508452002
|
| | | 4103 41 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 4552486386
|
| | | 4104 41 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 4658789172
|
| | | 4105 41 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 4719601806
|
| | | 4106 41 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 4765757862
|
| | | 4107 41 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 4873413288
|
| | | 4108 41 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 4933425306
|
| | | 4109 41 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 4981730250
|
| | | 4110 41 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 5090734098
|
| | | 4201 42 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 5149924932
|
| | | 4202 42 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 5200405380
|
| | | 4203 42 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 5310748494
|
| | | 4204 42 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 5369088432
|
| | | 4205 42 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 5421771744
|
| | | 4206 42 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 5533463850
|
| | | 4207 42 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 5806760844
|
| | | 4208 42 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 6097741596
|
| | | 4209 42 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 6228017574
|
| | | 4210 42 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 6298344012
|
| | | 4301 43 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 6359137380
|
| | | 4302 43 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 6491085492
|
| | | 4303 43 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 6560437104
|
| | | 4304 43 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 6623860824
|
| | | 4305 43 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 6757464600
|
| | | 4306 43 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 6825800064
|
| | | 4307 43 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 6891887088
|
| | | 4308 43 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 7027156002
|
| | | 4309 43 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 7094454054
|
| | | 4310 43 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 7163237958
|
| | | 4401 44 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 7300143828
|
| | | 4402 44 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 7366374492
|
| | | 4403 44 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 7437887604
|
| | | 4404 44 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 7576458720
|
| | | 4405 44 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 7641582960
|
| | | 4406 44 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 7715858760
|
| | | 4407 44 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 7856086512
|
| | | 4408 44 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 7920053730
|
| | | 4409 44 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 7997125626
|
| | | 4410 44 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 8139019116
|
| | | 4501 45 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 8201820276
|
| | | 4502 45 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 8281720764
|
| | | 4503 45 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 8425260924
|
| | | 4504 45 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 8486875392
|
| | | 4505 45 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 8569637904
|
| | | 4506 45 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 8714823408
|
| | | 4507 45 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 8775189462
|
| | | 4508 45 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 8860847550
|
| | | 4509 45 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 9007682322
|
| | | 4510 45 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 9066785700
|
| | | 4601 46 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 9155371620
|
| | | 4602 46 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 9303879732
|
| | | 4603 46 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 9361657452
|
| | | 4604 46 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 9453204756
|
| | | 4605 46 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 9603368412
|
| | | 4606 46 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 9659817054
|
| | | 4607 46 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 9754359294
|
| | | 4608 46 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 9906179094
|
| | | 4609 46 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 9961250784
|
| | | 4610 46 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 10058820336
|
| | | 4701 47 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 10212295188
|
| | | 4702 47 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 10265968668
|
| | | 4703 47 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 10366598964
|
| | | 4704 47 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 10521719772
|
| | | 4705 47 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 10806000030
|
| | | 4706 47 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 11345871678
|
| | | 4707 47 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 11540249148
|
| | | 4708 47 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 11623671936
|
| | | 4709 47 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 11735533656
|
| | | 4710 47 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 11931735420
|
| | | 4801 48 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 12013045890
|
| | | 4802 48 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 12128831418
|
| | | 4803 48 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 12326844798
|
| | | 4804 48 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 12406019376
|
| | | 4805 48 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 12525764520
|
| | | 4806 48 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 12725568264
|
| | | 4807 48 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 12802559052
|
| | | 4808 48 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 12926300172
|
| | | 4809 48 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 13127937822
|
| | | 4810 48 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 13202696934
|
| | | 4901 49 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 13330470438
|
| | | 4902 49 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 13533920880
|
| | | 4903 49 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 13606424004
|
| | | 4904 49 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 13738265676
|
| | | 4905 49 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 13943516220
|
| | | 4906 49 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 14013738390
|
| | | 4907 49 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 14149684638
|
| | | 4908 49 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 14356759362
|
| | | 4909 49 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 14424640800
|
| | | 4910 49 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 14564728464
|
| | | 5001 50 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 14773603524
|
| | | 5002 50 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 14839131816
|
| | | 5003 50 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 14983396200
|
| | | 5004 50 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 15194112738
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| | | 5005 50 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 15257227506
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| | | 5006 50 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 15405705498
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| | | 5007 50 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 15618216852
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| | | 5008 50 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 15678895152
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| | | 5009 50 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 15831622536
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| | | 5010 50 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 16045933968
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| | | 5101 51 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 16104149490
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| | | 5102 51 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 16261163250
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| | | 5103 51 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 16477298406
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| | | 5104 51 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 16532992476
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| | | 5105 51 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 16694328396
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| | | 5106 51 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 16912264224
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| | | 5107 51 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 16965423420
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| | | 5108 51 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 17131117908
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| | | 5109 51 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 17350865826
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| | | 5110 51 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 17401442910
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| | | 5201 52 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 17571531726
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| | | 5202 52 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 17793103338
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| | | 5203 52 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 17841038256
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| | | 5204 52 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 18015557808
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| | | 5205 52 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 18238942236
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| | | 5206 52 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 18284244672
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| | | 5207 52 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 18463231824
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| | | 5208 52 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 18688416822
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| | | 5209 52 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 18731027946
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| | | 5210 52 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 18914518602
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| | | 5301 53 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 19141515438
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| | | 5302 53 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 19181387964
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| | | 5303 53 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 19369417788
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| | | 5304 53 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 19598238840
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| | | 5305 53 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 20128868004
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| | | 5306 53 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 21134527476
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| | | 5307 53 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 21482712228
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| | | 5308 53 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 21624314676
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| | | 5309 53 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 21832408620
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| | | 5310 53 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 22183571772
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| | | 5401 54 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 22321098660
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| | | 5402 54 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 22536213252
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| | | 5403 54 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 22890312900
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| | | 5404 54 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 23023716666
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| | | 5405 54 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 23245911426
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| | | 5406 54 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 23603000754
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| | | 5407 54 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 23732201922
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| | | 5408 54 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 23961535770
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| | | 5409 54 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 24321570306
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| | | 5410 54 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 24446550522
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| | | 5501 55 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 24683083002
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| | | 5502 55 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 25046053266
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| | | 5503 55 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 25166745882
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| | | 5504 55 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 25410535770
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| | | 5505 55 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 25776484434
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| | | 5506 55 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 25892784360
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| | | 5507 55 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 26143890720
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| | | 5508 55 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 26512796592
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| | | 5509 55 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 26624698392
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| | | 5510 55 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 26883180624
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| | | 5601 56 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 27255035352
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| | | 5602 56 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 27362459424
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| | | 5603 56 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 27628376592
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| | | 5604 56 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 28003196640
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| | | 5605 56 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 28106063256
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| | | 5606 56 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 28379474136
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| | | 5607 56 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 28757251224
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| | | 5608 56 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 28855555104
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| | | 5609 56 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 29136519240
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| | | 5610 56 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 29517232710
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| | | 5701 57 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 29610868302
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| | | 5702 57 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 29899445214
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| | | 5703 57 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 30283136598
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| | | 5704 57 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 30372037278
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| | | 5705 57 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 30668285430
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| | | 5706 57 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 31054946382
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| | | 5707 57 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 31139095086
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| | | 5708 57 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 31443073734
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| | | 5709 57 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 31832710362
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| | | 5710 57 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 31912005162
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| | | 5801 58 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 32223773370
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| | | 5802 58 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 32616335970
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| | | 5803 58 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 32690772810
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| | | 5804 58 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 33010390098
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| | | 5805 58 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 33405889074
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| | | 5806 58 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 33475361802
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| | | 5807 58 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 33802887090
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| | | 5808 58 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 34201363986
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| | | 5809 58 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 34265805648
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| | | 5810 58 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 34601298336
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| | | 5901 59 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 35002745400
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| | | 5902 59 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 35062139112
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| | | 5903 59 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 35405658264
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| | | 5904 59 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 35810028624
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| | | 5905 59 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 36752277030
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| | | 5906 59 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 38586613902
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| | | 5907 59 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 39200988978
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| | | 5908 59 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 39438588024
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| | | 5909 59 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 39817736400
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| | | 5910 59 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 40436904090
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| | | 6001 60 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 40666943670
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| | | 6002 60 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 41058468558
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| | | 6003 60 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 41682392028
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| | | 6004 60 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 41904752622
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| | | 6005 60 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 42308749686
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| | | 6006 60 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 42937517442
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| | | 6007 60 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 43152065328
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| | | 6008 60 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 43568630784
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| | | 6009 60 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 44202177828
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| | | 6010 60 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 44408892726
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| | | 6101 61 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[30,1]] 44838121638
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| | | 6102 61 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[30,1]] 45476424468
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| | | 6103 61 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[30,1]] 45675185928
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| | | 6104 61 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[30,1]] 46117175160
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| | | 6105 61 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[30,1]] 46760308362
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| | | 6106 61 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[30,1]] 46950993414
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| | | 6107 61 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[30,1]] 47405838462
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| | | 6108 61 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[30,1]] 48053728044
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| | | 6109 61 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[30,1]] 48236254560
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| | | 6110 61 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[30,1]] 48704051208
|
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| | | 10203061 关203阵6怪1 1 1 21 5100010 1
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| | | 10205085 曹操 1 1 23 5100010 1
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| | | 10301011 关301阵1怪1 1 1 24 5100010 1
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| | | 10301043 庞德 1 1 25 5100010 1
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| | | 10301044 乐进 1 1 25 5100010 1
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| | | 10301052 乐进 1 1 25 5100010 1
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| | | 10301054 曹操 1 1 25 5100010 1
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| | | 10301084 庞德 1 1 25 5100010 1
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| | | 10301085 乐进 1 1 25 5100010 1
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| | | 10301092 乐进 1 1 26 5100010 1
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| | | 10301093 王异 1 1 26 5100010 1
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| | | 10301094 曹操 1 1 26 5100010 1
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| | | 10301095 甘夫人 1 1 26 5100010 1
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| | | 10302011 关302阵1怪1 1 1 26 5100010 1
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| | | 10302023 乐进 1 1 26 5100010 1
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| | | 10302025 曹操 1 1 26 5100010 1
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| | | 10302031 关302阵3怪1 1 1 26 5100010 1
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| | | 10302032 庞德 1 1 26 5100010 1
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| | | 10302033 乐进 1 1 26 5100010 1
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| | | 10302035 曹操 1 1 26 5100010 1
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| | | 10302042 乐进 1 1 27 5100010 1
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| | | 10302043 王异 1 1 27 5100010 1
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| | | 10302044 曹操 1 1 27 5100010 1
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| | | 10302051 关302阵5怪1 1 1 27 5100010 1
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| | | 10302055 庞德 1 1 27 5100010 1
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| | | 10302061 关302阵6怪1 1 1 27 5100010 1
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| | | 10302062 关302阵6怪2 1 1 27 5100010 1
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| | | 10302063 庞德 1 1 27 5100010 1
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| | | 10302064 乐进 1 1 27 5100010 1
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| | | 10302066 曹操 1 1 27 5100010 1
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| | | 10302071 庞德 1 1 27 5100010 1
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| | | 10302072 乐进 1 1 27 5100010 1
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| | | 10302073 王异 1 1 27 5100010 1
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| | | 10302074 曹操 1 1 27 5100010 1
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| | | 10302075 甘夫人 1 1 27 5100010 1
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| | | 10302081 庞德 1 1 27 5100010 1
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| | | 10302082 乐进 1 1 27 5100010 1
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| | | 10302083 王异 1 1 27 5100010 1
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| | | 10302084 曹操 1 1 27 5100010 1
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| | | 10302091 关302BOSS怪1 1 1 28 5100010 1
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| | | 10302092 关302BOSS怪2 1 1 28 5100010 1
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| | | 10302093 庞德 1 1 28 5100010 1
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| | | 10302094 乐进 1 1 28 5100010 1
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| | | 10303011 关303阵1怪1 1 1 28 5100010 1
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| | | 10303012 关303阵1怪2 1 1 28 5100010 1
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| | | 10303013 关303阵1怪3 1 1 28 5100010 1
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| | | 10303014 关303阵1怪4 1 1 28 5100010 1
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| | | 10303015 庞德 1 1 28 5100010 1
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| | | 10303016 乐进 1 1 28 5100010 1
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| | | 10303021 关303阵2怪1 1 1 28 5100010 1
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| | | 10303022 庞德 1 1 28 5100010 1
|
| | | 10303023 乐进 1 1 28 5100010 1
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| | | 10303024 王异 1 1 28 5100010 1
|
| | | 10303025 曹操 1 1 28 5100010 1
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| | | 10303031 关303阵3怪1 1 1 28 5100010 1
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| | | 10303032 关303阵3怪2 1 1 28 5100010 1
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| | | 10303033 庞德 1 1 28 5100010 1
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| | | 10303034 乐进 1 1 28 5100010 1
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| | | 10303035 王异 1 1 28 5100010 1
|
| | | 10303036 曹操 1 1 28 5100010 1
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| | | 10303041 庞德 1 1 28 5100010 1
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| | | 10303042 乐进 1 1 28 5100010 1
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| | | 10303043 王异 1 1 28 5100010 1
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| | | 10303044 曹操 1 1 28 5100010 1
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| | | 10303045 甘夫人 1 1 28 5100010 1
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| | | 10303051 关303阵5怪1 1 1 28 5100010 1
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| | | 10303052 关303阵5怪2 1 1 28 5100010 1
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| | | 10303053 庞德 1 1 28 5100010 1
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| | | 10303054 乐进 1 1 28 5100010 1
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| | | 10303055 王异 1 1 28 5100010 1
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| | | 10303061 关303阵6怪1 1 1 28 5100010 1
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| | | 10303062 关303阵6怪2 1 1 28 5100010 1
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| | | 10303063 庞德 1 1 28 5100010 1
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| | | 10303064 乐进 1 1 28 5100010 1
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| | | 10303065 王异 1 1 28 5100010 1
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| | | 10303071 关303阵7怪1 1 1 28 5100010 1
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| | | 10303072 关303阵7怪2 1 1 28 5100010 1
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| | | 10303073 关303阵7怪3 1 1 28 5100010 1
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| | | 10303074 庞德 1 1 28 5100010 1
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| | | 10303075 乐进 1 1 28 5100010 1
|
| | | 10303076 王异 1 1 28 5100010 1
|
| | | 10303081 关303阵8怪1 1 1 28 5100010 1
|
| | | 10303082 庞德 1 1 28 5100010 1
|
| | | 10303083 乐进 1 1 28 5100010 1
|
| | | 10303084 王异 1 1 28 5100010 1
|
| | | 10303085 曹操 1 1 28 5100010 1
|
| | | 10303086 甘夫人 1 1 28 5100010 1
|
| | | 10303091 关303BOSS怪1 1 1 29 5100010 1
|
| | | 10303092 关303BOSS怪2 1 1 29 5100010 1
|
| | | 10303093 庞德 1 1 29 5100010 1
|
| | | 10303094 乐进 1 1 29 5100010 1
|
| | | 10303095 王异 1 1 29 5100010 1
|
| | | 10303096 曹操 1 1 29 5100010 1
|
| | | 10304011 关304阵1怪1 1 1 29 5100010 1
|
| | | 10304012 关304阵1怪2 1 1 29 5100010 1
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| | | 10304013 关304阵1怪3 1 1 29 5100010 1
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| | | 10304014 关304阵1怪4 1 1 29 5100010 1
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| | | 10304015 关304阵1怪5 1 1 29 5100010 1
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| | | 10304016 关304阵1怪6 1 1 29 5100010 1
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| | | 10304021 关304阵2怪1 1 1 29 5100010 1
|
| | | 10304022 庞德 1 1 29 5100010 1
|
| | | 10304023 乐进 1 1 29 5100010 1
|
| | | 10304024 王异 1 1 29 5100010 1
|
| | | 10304025 曹操 1 1 29 5100010 1
|
| | | 10304031 关304阵3怪1 1 1 29 5100010 1
|
| | | 10304032 关304阵3怪2 1 1 29 5100010 1
|
| | | 10304033 庞德 1 1 29 5100010 1
|
| | | 10304034 乐进 1 1 29 5100010 1
|
| | | 10304035 王异 1 1 29 5100010 1
|
| | | 10304041 关304阵4怪1 1 1 29 5100010 1
|
| | | 10304042 关304阵4怪2 1 1 29 5100010 1
|
| | | 10304043 庞德 1 1 29 5100010 1
|
| | | 10304044 乐进 1 1 29 5100010 1
|
| | | 10304045 王异 1 1 29 5100010 1
|
| | | 10304051 关304阵5怪1 1 1 29 5100010 1
|
| | | 10304052 关304阵5怪2 1 1 29 5100010 1
|
| | | 10304053 庞德 1 1 29 5100010 1
|
| | | 10304054 乐进 1 1 29 5100010 1
|
| | | 10304055 王异 1 1 29 5100010 1
|
| | | 10304056 曹操 1 1 29 5100010 1
|
| | | 10304061 关304阵6怪1 1 1 29 5100010 1
|
| | | 10304062 关304阵6怪2 1 1 29 5100010 1
|
| | | 10304063 庞德 1 1 29 5100010 1
|
| | | 10304064 乐进 1 1 29 5100010 1
|
| | | 10304065 王异 1 1 29 5100010 1
|
| | | 10304066 曹操 1 1 29 5100010 1
|
| | | 10304071 关304阵7怪1 1 1 29 5100010 1
|
| | | 10304072 关304阵7怪2 1 1 29 5100010 1
|
| | | 10304073 庞德 1 1 29 5100010 1
|
| | | 10304074 乐进 1 1 29 5100010 1
|
| | | 10304075 王异 1 1 29 5100010 1
|
| | | 10304081 关304阵8怪1 1 1 29 5100010 1
|
| | | 10304082 关304阵8怪2 1 1 29 5100010 1
|
| | | 10304083 庞德 1 1 29 5100010 1
|
| | | 10304084 乐进 1 1 29 5100010 1
|
| | | 10304085 王异 1 1 29 5100010 1
|
| | | 10304086 曹操 1 1 29 5100010 1
|
| | | 10304091 庞德 1 1 30 5100010 1
|
| | | 10304092 乐进 1 1 30 5100010 1
|
| | | 10304093 王异 1 1 30 5100010 1
|
| | | 10304094 曹操 1 1 30 5100010 1
|
| | | 10304095 甘夫人 1 1 30 5100010 1
|
| | | 10305011 关305阵1怪1 1 1 30 5100010 1
|
| | | 10305012 关305阵1怪2 1 1 30 5100010 1
|
| | | 10305013 关305阵1怪3 1 1 30 5100010 1
|
| | | 10305014 关305阵1怪4 1 1 30 5100010 1
|
| | | 10305015 庞德 1 1 30 5100010 1
|
| | | 10305021 关305阵2怪1 1 1 30 5100010 1
|
| | | 10305022 庞德 1 1 30 5100010 1
|
| | | 10305023 乐进 1 1 30 5100010 1
|
| | | 10305024 王异 1 1 30 5100010 1
|
| | | 10305025 曹操 1 1 30 5100010 1
|
| | | 10305031 关305阵3怪1 1 1 30 5100010 1
|
| | | 10305032 庞德 1 1 30 5100010 1
|
| | | 10305033 乐进 1 1 30 5100010 1
|
| | | 10305034 王异 1 1 30 5100010 1
|
| | | 10305035 曹操 1 1 30 5100010 1
|
| | | 10305041 庞德 1 1 30 5100010 1
|
| | | 10305042 乐进 1 1 30 5100010 1
|
| | | 10305043 王异 1 1 30 5100010 1
|
| | | 10305044 曹操 1 1 30 5100010 1
|
| | | 10305045 甘夫人 1 1 30 5100010 1
|
| | | 10305051 关305阵5怪1 1 1 30 5100010 1
|
| | | 10305052 关305阵5怪2 1 1 30 5100010 1
|
| | | 10305053 关305阵5怪3 1 1 30 5100010 1
|
| | | 10305054 关305阵5怪4 1 1 30 5100010 1
|
| | | 10305055 庞德 1 1 30 5100010 1
|
| | | 10305056 乐进 1 1 30 5100010 1
|
| | | 10305061 庞德 1 1 30 5100010 1
|
| | | 10305062 乐进 1 1 30 5100010 1
|
| | | 10305063 王异 1 1 30 5100010 1
|
| | | 10305064 曹操 1 1 30 5100010 1
|
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|
| | | 10403104 王异 1 1 39 5100010 1
|
| | | 10403105 甘夫人 1 1 39 5100010 1
|
| | | 10403106 诸葛亮 1 1 39 5100010 1
|
| | | 10403111 庞德 1 1 40 5100010 1
|
| | | 10403112 乐进 1 1 40 5100010 1
|
| | | 10403113 王异 1 1 40 5100010 1
|
| | | 10403114 甘夫人 1 1 40 5100010 1
|
| | | 10403115 诸葛亮 1 1 40 5100010 1
|
| | | 10404011 关404阵1怪1 1 1 40 5100010 1
|
| | | 10404012 关404阵1怪2 1 1 40 5100010 1
|
| | | 10404013 关404阵1怪3 1 1 40 5100010 1
|
| | | 10404014 关404阵1怪4 1 1 40 5100010 1
|
| | | 10404015 甘夫人 1 1 40 5100010 1
|
| | | 10404021 关404阵2怪1 1 1 40 5100010 1
|
| | | 10404022 庞德 1 1 40 5100010 1
|
| | | 10404023 乐进 1 1 40 5100010 1
|
| | | 10404024 王异 1 1 40 5100010 1
|
| | | 10404025 甘夫人 1 1 40 5100010 1
|
| | | 10404031 关404阵3怪1 1 1 40 5100010 1
|
| | | 10404032 庞德 1 1 40 5100010 1
|
| | | 10404033 乐进 1 1 40 5100010 1
|
| | | 10404034 王异 1 1 40 5100010 1
|
| | | 10404035 甘夫人 1 1 40 5100010 1
|
| | | 10404041 庞德 1 1 40 5100010 1
|
| | | 10404042 乐进 1 1 40 5100010 1
|
| | | 10404043 王异 1 1 40 5100010 1
|
| | | 10404044 甘夫人 1 1 40 5100010 1
|
| | | 10404045 诸葛亮 1 1 40 5100010 1
|
| | | 10404051 关404阵5怪1 1 1 40 5100010 1
|
| | | 10404052 关404阵5怪2 1 1 40 5100010 1
|
| | | 10404053 关404阵5怪3 1 1 40 5100010 1
|
| | | 10404054 关404阵5怪4 1 1 40 5100010 1
|
| | | 10404055 诸葛亮 1 1 40 5100010 1
|
| | | 10404061 关404阵6怪1 1 1 40 5100010 1
|
| | | 10404062 关404阵6怪2 1 1 40 5100010 1
|
| | | 10404063 庞德 1 1 40 5100010 1
|
| | | 10404064 乐进 1 1 40 5100010 1
|
| | | 10404065 王异 1 1 40 5100010 1
|
| | | 10404066 甘夫人 1 1 40 5100010 1
|
| | | 10404071 庞德 1 1 40 5100010 1
|
| | | 10404072 乐进 1 1 40 5100010 1
|
| | | 10404073 王异 1 1 40 5100010 1
|
| | | 10404074 甘夫人 1 1 40 5100010 1
|
| | | 10404075 诸葛亮 1 1 40 5100010 1
|
| | | 10404081 关404阵8怪1 1 1 40 5100010 1
|
| | | 10404082 关404阵8怪2 1 1 40 5100010 1
|
| | | 10404083 王异 1 1 40 5100010 1
|
| | | 10404084 甘夫人 1 1 40 5100010 1
|
| | | 10404085 诸葛亮 1 1 40 5100010 1
|
| | | 10404091 关404阵9怪1 1 1 40 5100010 1
|
| | | 10404092 关404阵9怪2 1 1 40 5100010 1
|
| | | 10404093 乐进 1 1 40 5100010 1
|
| | | 10404094 王异 1 1 40 5100010 1
|
| | | 10404095 甘夫人 1 1 40 5100010 1
|
| | | 10404096 诸葛亮 1 1 40 5100010 1
|
| | | 10404101 关404阵10怪1 1 1 40 5100010 1
|
| | | 10404102 关404阵10怪2 1 1 40 5100010 1
|
| | | 10404103 乐进 1 1 40 5100010 1
|
| | | 10404104 王异 1 1 40 5100010 1
|
| | | 10404105 甘夫人 1 1 40 5100010 1
|
| | | 10404106 诸葛亮 1 1 40 5100010 1
|
| | | 10404111 关404BOSS怪1 1 1 41 5100010 1
|
| | | 10404112 关404BOSS怪2 1 1 41 5100010 1
|
| | | 10404113 乐进 1 1 41 5100010 1
|
| | | 10404114 王异 1 1 41 5100010 1
|
| | | 10404115 甘夫人 1 1 41 5100010 1
|
| | | 10404116 诸葛亮 1 1 41 5100010 1
|
| | | 10405011 关405阵1怪1 1 1 41 5100010 1
|
| | | 10405012 关405阵1怪2 1 1 41 5100010 1
|
| | | 10405013 关405阵1怪3 1 1 41 5100010 1
|
| | | 10405014 关405阵1怪4 1 1 41 5100010 1
|
| | | 10405015 关405阵1怪5 1 1 41 5100010 1
|
| | | 10405016 关405阵1怪6 1 1 41 5100010 1
|
| | | 10405021 庞德 1 1 41 5100010 1
|
| | | 10405022 乐进 1 1 41 5100010 1
|
| | | 10405023 王异 1 1 41 5100010 1
|
| | | 10405024 甘夫人 1 1 41 5100010 1
|
| | | 10405025 诸葛亮 1 1 41 5100010 1
|
| | | 10405031 关405阵3怪1 1 1 41 5100010 1
|
| | | 10405032 关405阵3怪2 1 1 41 5100010 1
|
| | | 10405033 王异 1 1 41 5100010 1
|
| | | 10405034 甘夫人 1 1 41 5100010 1
|
| | | 10405035 诸葛亮 1 1 41 5100010 1
|
| | | 10405041 关405阵4怪1 1 1 41 5100010 1
|
| | | 10405042 关405阵4怪2 1 1 41 5100010 1
|
| | | 10405043 王异 1 1 41 5100010 1
|
| | | 10405044 甘夫人 1 1 41 5100010 1
|
| | | 10405045 诸葛亮 1 1 41 5100010 1
|
| | | 10405051 关405阵5怪1 1 1 41 5100010 1
|
| | | 10405052 关405阵5怪2 1 1 41 5100010 1
|
| | | 10405053 庞德 1 1 41 5100010 1
|
| | | 10405054 乐进 1 1 41 5100010 1
|
| | | 10405055 王异 1 1 41 5100010 1
|
| | | 10405056 甘夫人 1 1 41 5100010 1
|
| | | 10405061 关405阵6怪1 1 1 41 5100010 1
|
| | | 10405062 关405阵6怪2 1 1 41 5100010 1
|
| | | 10405063 庞德 1 1 41 5100010 1
|
| | | 10405064 乐进 1 1 41 5100010 1
|
| | | 10405065 王异 1 1 41 5100010 1
|
| | | 10405066 甘夫人 1 1 41 5100010 1
|
| | | 10405071 庞德 1 1 41 5100010 1
|
| | | 10405072 乐进 1 1 41 5100010 1
|
| | | 10405073 王异 1 1 41 5100010 1
|
| | | 10405074 甘夫人 1 1 41 5100010 1
|
| | | 10405075 诸葛亮 1 1 41 5100010 1
|
| | | 10405081 关405阵8怪1 1 1 41 5100010 1
|
| | | 10405082 关405阵8怪2 1 1 41 5100010 1
|
| | | 10405083 乐进 1 1 41 5100010 1
|
| | | 10405084 王异 1 1 41 5100010 1
|
| | | 10405085 甘夫人 1 1 41 5100010 1
|
| | | 10405086 诸葛亮 1 1 41 5100010 1
|
| | | 10405091 关405阵9怪1 1 1 41 5100010 1
|
| | | 10405092 关405阵9怪2 1 1 41 5100010 1
|
| | | 10405093 关405阵9怪3 1 1 41 5100010 1
|
| | | 10405094 王异 1 1 41 5100010 1
|
| | | 10405095 甘夫人 1 1 41 5100010 1
|
| | | 10405096 诸葛亮 1 1 41 5100010 1
|
| | | 10405101 王异 1 1 41 5100010 1
|
| | | 10405102 甘夫人 1 1 41 5100010 1
|
| | | 10405103 诸葛亮 1 1 41 5100010 1
|
| | | 10405111 关405BOSS怪1 1 1 42 5100010 1
|
| | | 10405112 庞德 1 1 42 5100010 1
|
| | | 10405113 乐进 1 1 42 5100010 1
|
| | | 10405114 王异 1 1 42 5100010 1
|
| | | 10405115 甘夫人 1 1 42 5100010 1
|
| | | 10405116 诸葛亮 1 1 42 5100010 1
|
| | | 10406011 关406阵1怪1 1 1 42 5100010 1
|
| | | 10406012 关406阵1怪2 1 1 42 5100010 1
|
| | | 10406013 关406阵1怪3 1 1 42 5100010 1
|
| | | 10406014 关406阵1怪4 1 1 42 5100010 1
|
| | | 10406015 甘夫人 1 1 42 5100010 1
|
| | | 10406016 诸葛亮 1 1 42 5100010 1
|
| | | 10406021 关406阵2怪1 1 1 42 5100010 1
|
| | | 10406022 庞德 1 1 42 5100010 1
|
| | | 10406023 乐进 1 1 42 5100010 1
|
| | | 10406024 王异 1 1 42 5100010 1
|
| | | 10406025 甘夫人 1 1 42 5100010 1
|
| | | 10406031 关406阵3怪1 1 1 42 5100010 1
|
| | | 10406032 关406阵3怪2 1 1 42 5100010 1
|
| | | 10406033 庞德 1 1 42 5100010 1
|
| | | 10406034 乐进 1 1 42 5100010 1
|
| | | 10406035 王异 1 1 42 5100010 1
|
| | | 10406036 甘夫人 1 1 42 5100010 1
|
| | | 10406041 庞德 1 1 42 5100010 1
|
| | | 10406042 乐进 1 1 42 5100010 1
|
| | | 10406043 王异 1 1 42 5100010 1
|
| | | 10406044 甘夫人 1 1 42 5100010 1
|
| | | 10406045 诸葛亮 1 1 42 5100010 1
|
| | | 10406051 关406阵5怪1 1 1 42 5100010 1
|
| | | 10406052 关406阵5怪2 1 1 42 5100010 1
|
| | | 10406053 庞德 1 1 42 5100010 1
|
| | | 10406054 乐进 1 1 42 5100010 1
|
| | | 10406055 王异 1 1 42 5100010 1
|
| | | 10406061 关406阵6怪1 1 1 42 5100010 1
|
| | | 10406062 关406阵6怪2 1 1 42 5100010 1
|
| | | 10406063 庞德 1 1 42 5100010 1
|
| | | 10406064 乐进 1 1 42 5100010 1
|
| | | 10406065 王异 1 1 42 5100010 1
|
| | | 10406071 关406阵7怪1 1 1 42 5100010 1
|
| | | 10406072 关406阵7怪2 1 1 42 5100010 1
|
| | | 10406073 关406阵7怪3 1 1 42 5100010 1
|
| | | 10406074 庞德 1 1 42 5100010 1
|
| | | 10406075 乐进 1 1 42 5100010 1
|
| | | 10406076 王异 1 1 42 5100010 1
|
| | | 10406081 关406阵8怪1 1 1 42 5100010 1
|
| | | 10406082 庞德 1 1 42 5100010 1
|
| | | 10406083 乐进 1 1 42 5100010 1
|
| | | 10406084 王异 1 1 42 5100010 1
|
| | | 10406085 甘夫人 1 1 42 5100010 1
|
| | | 10406086 诸葛亮 1 1 42 5100010 1
|
| | | 10406091 关406阵9怪1 1 1 42 5100010 1
|
| | | 10406092 庞德 1 1 42 5100010 1
|
| | | 10406093 乐进 1 1 42 5100010 1
|
| | | 10406094 王异 1 1 42 5100010 1
|
| | | 10406095 甘夫人 1 1 42 5100010 1
|
| | | 10406096 诸葛亮 1 1 42 5100010 1
|
| | | 10406101 关406阵10怪1 1 1 42 5100010 1
|
| | | 10406102 庞德 1 1 42 5100010 1
|
| | | 10406103 乐进 1 1 42 5100010 1
|
| | | 10406104 王异 1 1 42 5100010 1
|
| | | 10406105 甘夫人 1 1 42 5100010 1
|
| | | 10406106 诸葛亮 1 1 42 5100010 1
|
| | | 10406111 关406BOSS怪1 1 1 43 5100010 1
|
| | | 10406112 庞德 1 1 43 5100010 1
|
| | | 10406113 乐进 1 1 43 5100010 1
|
| | | 10406114 王异 1 1 43 5100010 1
|
| | | 10406115 甘夫人 1 1 43 5100010 1
|
| | | 10406116 诸葛亮 1 1 43 5100010 1
|
| | | 10407011 关407阵1怪1 1 1 43 5100010 1
|
| | | 10407012 关407阵1怪2 1 1 43 5100010 1
|
| | | 10407013 关407阵1怪3 1 1 43 5100010 1
|
| | | 10407014 关407阵1怪4 1 1 43 5100010 1
|
| | | 10407015 关407阵1怪5 1 1 43 5100010 1
|
| | | 10407016 诸葛亮 1 1 43 5100010 1
|
| | | 10407021 关407阵2怪1 1 1 43 5100010 1
|
| | | 10407022 庞德 1 1 43 5100010 1
|
| | | 10407023 乐进 1 1 43 5100010 1
|
| | | 10407024 王异 1 1 43 5100010 1
|
| | | 10407025 甘夫人 1 1 43 5100010 1
|
| | | 10407031 庞德 1 1 43 5100010 1
|
| | | 10407032 乐进 1 1 43 5100010 1
|
| | | 10407033 王异 1 1 43 5100010 1
|
| | | 10407034 甘夫人 1 1 43 5100010 1
|
| | | 10407041 关407阵4怪1 1 1 43 5100010 1
|
| | | 10407042 关407阵4怪2 1 1 43 5100010 1
|
| | | 10407043 乐进 1 1 43 5100010 1
|
| | | 10407044 王异 1 1 43 5100010 1
|
| | | 10407045 甘夫人 1 1 43 5100010 1
|
| | | 10407051 关407阵5怪1 1 1 43 5100010 1
|
| | | 10407052 关407阵5怪2 1 1 43 5100010 1
|
| | | 10407053 庞德 1 1 43 5100010 1
|
| | | 10407054 乐进 1 1 43 5100010 1
|
| | | 10407055 王异 1 1 43 5100010 1
|
| | | 10407056 甘夫人 1 1 43 5100010 1
|
| | | 10407061 关407阵6怪1 1 1 43 5100010 1
|
| | | 10407062 关407阵6怪2 1 1 43 5100010 1
|
| | | 10407063 庞德 1 1 43 5100010 1
|
| | | 10407064 乐进 1 1 43 5100010 1
|
| | | 10407065 王异 1 1 43 5100010 1
|
| | | 10407066 甘夫人 1 1 43 5100010 1
|
| | | 10407071 庞德 1 1 43 5100010 1
|
| | | 10407072 乐进 1 1 43 5100010 1
|
| | | 10407073 王异 1 1 43 5100010 1
|
| | | 10407074 甘夫人 1 1 43 5100010 1
|
| | | 10407075 诸葛亮 1 1 43 5100010 1
|
| | | 10407081 关407阵8怪1 1 1 43 5100010 1
|
| | | 10407082 庞德 1 1 43 5100010 1
|
| | | 10407083 乐进 1 1 43 5100010 1
|
| | | 10407084 王异 1 1 43 5100010 1
|
| | | 10407085 甘夫人 1 1 43 5100010 1
|
| | | 10407086 诸葛亮 1 1 43 5100010 1
|
| | | 10407091 关407阵9怪1 1 1 43 5100010 1
|
| | | 10407092 关407阵9怪2 1 1 43 5100010 1
|
| | | 10407093 关407阵9怪3 1 1 43 5100010 1
|
| | | 10407094 王异 1 1 43 5100010 1
|
| | | 10407095 甘夫人 1 1 43 5100010 1
|
| | | 10407096 诸葛亮 1 1 43 5100010 1
|
| | | 10407101 关407阵10怪1 1 1 43 5100010 1
|
| | | 10407102 庞德 1 1 43 5100010 1
|
| | | 10407103 乐进 1 1 43 5100010 1
|
| | | 10407104 王异 1 1 43 5100010 1
|
| | | 10407105 甘夫人 1 1 43 5100010 1
|
| | | 10407106 诸葛亮 1 1 43 5100010 1
|
| | | 10407111 关407BOSS怪1 1 1 44 5100010 1
|
| | | 10407112 关407BOSS怪2 1 1 44 5100010 1
|
| | | 10407113 庞德 1 1 44 5100010 1
|
| | | 10407114 乐进 1 1 44 5100010 1
|
| | | 10407115 王异 1 1 44 5100010 1
|
| | | 10407116 甘夫人 1 1 44 5100010 1
|
| | | 10408011 关408阵1怪1 1 1 44 5100010 1
|
| | | 10408012 关408阵1怪2 1 1 44 5100010 1
|
| | | 10408013 关408阵1怪3 1 1 44 5100010 1
|
| | | 10408014 关408阵1怪4 1 1 44 5100010 1
|
| | | 10408015 庞德 1 1 44 5100010 1
|
| | | 10408016 乐进 1 1 44 5100010 1
|
| | | 10408021 庞德 1 1 44 5100010 1
|
| | | 10408022 乐进 1 1 44 5100010 1
|
| | | 10408023 王异 1 1 44 5100010 1
|
| | | 10408024 甘夫人 1 1 44 5100010 1
|
| | | 10408025 诸葛亮 1 1 44 5100010 1
|
| | | 10408031 庞德 1 1 44 5100010 1
|
| | | 10408032 乐进 1 1 44 5100010 1
|
| | | 10408033 王异 1 1 44 5100010 1
|
| | | 10408034 甘夫人 1 1 44 5100010 1
|
| | | 10408035 诸葛亮 1 1 44 5100010 1
|
| | | 10408041 关408阵4怪1 1 1 44 5100010 1
|
| | | 10408042 关408阵4怪2 1 1 44 5100010 1
|
| | | 10408043 庞德 1 1 44 5100010 1
|
| | | 10408044 乐进 1 1 44 5100010 1
|
| | | 10408045 王异 1 1 44 5100010 1
|
| | | 10408051 关408阵5怪1 1 1 44 5100010 1
|
| | | 10408052 关408阵5怪2 1 1 44 5100010 1
|
| | | 10408053 乐进 1 1 44 5100010 1
|
| | | 10408054 王异 1 1 44 5100010 1
|
| | | 10408055 甘夫人 1 1 44 5100010 1
|
| | | 10408056 诸葛亮 1 1 44 5100010 1
|
| | | 10408061 关408阵6怪1 1 1 45 5100010 1
|
| | | 10408062 关408阵6怪2 1 1 45 5100010 1
|
| | | 10408063 乐进 1 1 45 5100010 1
|
| | | 10408064 王异 1 1 45 5100010 1
|
| | | 10408065 甘夫人 1 1 45 5100010 1
|
| | | 10408066 诸葛亮 1 1 45 5100010 1
|
| | | 10408071 关408阵7怪1 1 1 45 5100010 1
|
| | | 10408072 关408阵7怪2 1 1 45 5100010 1
|
| | | 10408073 乐进 1 1 45 5100010 1
|
| | | 10408074 王异 1 1 45 5100010 1
|
| | | 10408075 甘夫人 1 1 45 5100010 1
|
| | | 10408081 关408阵8怪1 1 1 45 5100010 1
|
| | | 10408082 庞德 1 1 45 5100010 1
|
| | | 10408083 乐进 1 1 45 5100010 1
|
| | | 10408084 王异 1 1 45 5100010 1
|
| | | 10408085 甘夫人 1 1 45 5100010 1
|
| | | 10408086 诸葛亮 1 1 45 5100010 1
|
| | | 10408091 关408阵9怪1 1 1 45 5100010 1
|
| | | 10408092 庞德 1 1 45 5100010 1
|
| | | 10408093 乐进 1 1 45 5100010 1
|
| | | 10408094 王异 1 1 45 5100010 1
|
| | | 10408095 甘夫人 1 1 45 5100010 1
|
| | | 10408096 诸葛亮 1 1 45 5100010 1
|
| | | 10408101 关408阵10怪1 1 1 45 5100010 1
|
| | | 10408102 庞德 1 1 45 5100010 1
|
| | | 10408103 乐进 1 1 45 5100010 1
|
| | | 10408104 王异 1 1 45 5100010 1
|
| | | 10408105 甘夫人 1 1 45 5100010 1
|
| | | 10408106 诸葛亮 1 1 45 5100010 1
|
| | | 10408111 关408BOSS怪1 1 1 46 5100010 1
|
| | | 10408112 关408BOSS怪2 1 1 46 5100010 1
|
| | | 10408113 庞德 1 1 46 5100010 1
|
| | | 10408114 乐进 1 1 46 5100010 1
|
| | | 10408115 王异 1 1 46 5100010 1
|
| | | 10408116 甘夫人 1 1 46 5100010 1
|
| | | 10409011 关409阵1怪1 1 1 46 5100010 1
|
| | | 10409012 关409阵1怪2 1 1 46 5100010 1
|
| | | 10409013 关409阵1怪3 1 1 46 5100010 1
|
| | | 10409014 乐进 1 1 46 5100010 1
|
| | | 10409015 王异 1 1 46 5100010 1
|
| | | 10409016 甘夫人 1 1 46 5100010 1
|
| | | 10409021 关409阵2怪1 1 1 46 5100010 1
|
| | | 10409022 关409阵2怪2 1 1 46 5100010 1
|
| | | 10409023 关409阵2怪3 1 1 46 5100010 1
|
| | | 10409024 王异 1 1 46 5100010 1
|
| | | 10409025 甘夫人 1 1 46 5100010 1
|
| | | 10409031 关409阵3怪1 1 1 46 5100010 1
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| | | 1037003 凌统 3 1 1 5100010 1
|
| | | 1037004 甘宁 3 1 1 5100010 1
|
| | | 1037005 朱桓 3 1 1 5100010 1
|
| | | 1037006 司马徽 3 2 1 5100010 1
|
| | | 1037007 丁奉 3 1 1 5100010 1
|
| | | 1037008 孙鲁育 3 2 1 5100010 1
|
| | | 1037009 孙策 3 1 1 5100010 1
|
| | | 1037010 孙尚香 3 2 1 5100010 1
|
| | | 1037011 大乔 3 1 1 5100010 1
|
| | | 1037012 周瑜 3 2 1 5100010 1
|
| | | 1037013 小乔 3 2 1 5100010 1
|
| | | 1037014 步练师 3 1 1 5100010 1
|
| | | 1037015 孙坚 3 1 1 5100010 1
|
| | | 1037016 陆逊 3 1 1 5100010 1
|
| | | 1041001 群普通肉盾 1 1 1 5100010 1
|
| | | 1041002 群普通输出 1 2 1 5100010 1
|
| | | 1041003 群普通辅助 1 2 1 5100010 1
|
| | | 1041004 群普通控制 1 2 1 5100010 1
|
| | | 1042001 群精英肉盾 1 1 1 5100010 1
|
| | | 1042002 群精英输出 1 2 1 5100010 1
|
| | | 1042003 群精英辅助 1 2 1 5100010 1
|
| | | 1042004 群精英控制 1 2 1 5100010 1
|
| | | 1043001 群勇者肉盾 1 1 1 5100010 1
|
| | | 1043002 群勇者输出 1 2 1 5100010 1
|
| | | 1043003 群勇者辅助 1 2 1 5100010 1
|
| | | 1043004 群勇者控制 1 2 1 5100010 1
|
| | | 1044001 纪灵 4 1 1 5100010 1
|
| | | 1044002 郭汜 4 1 1 5100010 1
|
| | | 1044003 李傕 4 1 1 5100010 1
|
| | | 1044004 张宝 4 2 1 5100010 1
|
| | | 1044005 韩遂 4 1 1 5100010 1
|
| | | 1044006 孟获 4 1 1 5100010 1
|
| | | 1044007 祝融 4 2 1 5100010 1
|
| | | 1044008 何太后 4 2 1 5100010 1
|
| | | 1044009 董白 4 1 1 5100010 1
|
| | | 1044010 卑弥呼 4 1 1 5100010 1
|
| | | 1044011 董卓 4 1 1 5100010 1
|
| | | 1044012 貂蝉 4 2 1 5100010 1
|
| | | 1044013 吕玲绮 4 1 1 5100010 1
|
| | | 1044014 吕布 4 1 1 5100010 1
|
| | | 1044015 张角 4 2 1 5100010 1
|
| | | 1044016 左慈 4 2 1 5100010 1
|
| | | 1045001 纪灵 4 1 1 5100010 1
|
| | | 1045002 郭汜 4 1 1 5100010 1
|
| | | 1045003 李傕 4 1 1 5100010 1
|
| | | 1045004 张宝 4 2 1 5100010 1
|
| | | 1045005 韩遂 4 1 1 5100010 1
|
| | | 1045006 孟获 4 1 1 5100010 1
|
| | | 1045007 祝融 4 2 1 5100010 1
|
| | | 1045008 何太后 4 2 1 5100010 1
|
| | | 1045009 董白 4 1 1 5100010 1
|
| | | 1045010 卑弥呼 4 1 1 5100010 1
|
| | | 1045011 董卓 4 1 1 5100010 1
|
| | | 1045012 貂蝉 4 2 1 5100010 1
|
| | | 1045013 吕玲绮 4 1 1 5100010 1
|
| | | 1045014 吕布 4 1 1 5100010 1
|
| | | 1045015 张角 4 2 1 5100010 1
|
| | | 1045016 左慈 4 2 1 5100010 1
|
| | | 1046001 纪灵 4 1 1 5100010 1
|
| | | 1046002 郭汜 4 1 1 5100010 1
|
| | | 1046003 李傕 4 1 1 5100010 1
|
| | | 1046004 张宝 4 2 1 5100010 1
|
| | | 1046005 韩遂 4 1 1 5100010 1
|
| | | 1046006 孟获 4 1 1 5100010 1
|
| | | 1046007 祝融 4 2 1 5100010 1
|
| | | 1046008 何太后 4 2 1 5100010 1
|
| | | 1046009 董白 4 1 1 5100010 1
|
| | | 1046010 卑弥呼 4 1 1 5100010 1
|
| | | 1046011 董卓 4 1 1 5100010 1
|
| | | 1046012 貂蝉 4 2 1 5100010 1
|
| | | 1046013 吕玲绮 4 1 1 5100010 1
|
| | | 1046014 吕布 4 1 1 5100010 1
|
| | | 1046015 张角 4 2 1 5100010 1
|
| | | 1046016 左慈 4 2 1 5100010 1
|
| | | 1047001 纪灵 4 1 1 5100010 1
|
| | | 1047002 郭汜 4 1 1 5100010 1
|
| | | 1047003 李傕 4 1 1 5100010 1
|
| | | 1047004 张宝 4 2 1 5100010 1
|
| | | 1047005 韩遂 4 1 1 5100010 1
|
| | | 1047006 孟获 4 1 1 5100010 1
|
| | | 1047007 祝融 4 2 1 5100010 1
|
| | | 1047008 何太后 4 2 1 5100010 1
|
| | | 1047009 董白 4 1 1 5100010 1
|
| | | 1047010 卑弥呼 4 1 1 5100010 1
|
| | | 1047011 董卓 4 1 1 5100010 1
|
| | | 1047012 貂蝉 4 2 1 5100010 1
|
| | | 1047013 吕玲绮 4 1 1 5100010 1
|
| | | 1047014 吕布 4 1 1 5100010 1
|
| | | 1047015 张角 4 2 1 5100010 1
|
| | | 1047016 左慈 4 2 1 5100010 1
|
| | |
| | | int int int int int int int int int int[] int
|
| | | LineupID PosNPCID1 PosNPCID2 PosNPCID3 PosNPCID4 PosNPCID5 PosNPCID6 PosNPCID7 BossID SkillIDExList SkillExCnt
|
| | | 阵容ID 1号位NPCID 2号位NPCID 3号位NPCID 4号位NPCID 5号位NPCID 6号位NPCID 7号位NPCID 本阵容的BossID boss附加技能库 随机附加技能数
|
| | | 1000001 10101001 0 0
|
| | | 1000002 10101001 10101001 0 0
|
| | | 1000003 10101001 10101001 0 0
|
| | | 1000004 10101001 10101001 10101001 0 0
|
| | | 1000005 10101001 10101001 10101001 0 0
|
| | | 1000006 10101001 10101001 10101001 0 0
|
| | | 1000007 10101001 10101001 10101001 0 0
|
| | | 1000008 10101001 10101001 10101001 10101001 0 0
|
| | | 1000009 10101001 10101001 10101001 10101001 0
|
| | | 1000010 10101001 10101001 10101001 [1001,1001] 0
|
| | | 1000011 10101001 10101001 10101001 0 0
|
| | | 1000012 10101001 10101001 10101001 0 0
|
| | | 1000013 10101001 10101001 10101001 10101001 0 0
|
| | | 1000014 10101001 10101001 10101001 0 0
|
| | | 1000015 10101001 10101001 10101001 10101001 0 0
|
| | | 1000016 10101001 10101001 10101001 10101001 0 0
|
| | | 1000017 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000018 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000019 10101001 10101001 10101001 0 0
|
| | | 1000020 10101001 10101001 10101001 10101001 0 0
|
| | | 1000021 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000022 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000023 10101001 10101001 10101001 10101001 0 0
|
| | | 1000024 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000025 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000026 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000027 10101001 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000028 10101001 10101001 10101001 10101001 0 0
|
| | | 1000029 10101001 10101001 10101001 10101001 0 0
|
| | | 1000030 10101001 10101001 10101001 10101001 0 0
|
| | | 1000031 10101001 10101001 10101001 10101001 0 0
|
| | | 1000032 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000033 10101001 10101001 10101001 10101001 0 0
|
| | | 1000034 10101001 10101001 10101001 10101001 0 0
|
| | | 1000035 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000036 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000037 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000038 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000039 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000040 10101001 10101001 10101001 0 0
|
| | | 1000041 10101001 10101001 10101001 10101001 0 0
|
| | | 1000042 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000043 10101001 10101001 10101001 10101001 0 0
|
| | | 1000044 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000045 10101001 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000046 10101001 0 0
|
| | | 1000047 10101001 10101001 0 0
|
| | | 1000048 10101001 10101001 0 0
|
| | | 1000049 10101001 10101001 10101001 0 0
|
| | | 1000050 10101001 10101001 10101001 0 0
|
| | | 1000051 10101001 10101001 10101001 0 0
|
| | | 1000052 10101001 10101001 10101001 0 0
|
| | | 1000053 10101001 10101001 10101001 10101001 0 0
|
| | | 1000054 10101001 10101001 10101001 10101001 0
|
| | | 1000055 10101001 10101001 0 0
|
| | | 1000056 10101001 10101001 10101001 0 0
|
| | | 1000057 10101001 10101001 10101001 0 0
|
| | | 1000058 10101001 10101001 10101001 10101001 0 0
|
| | | 1000059 10101001 10101001 10101001 0 0
|
| | | 1000060 10101001 10101001 10101001 10101001 0 0
|
| | | 1000061 10101001 10101001 10101001 10101001 0 0
|
| | | 1000062 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000063 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000064 10101001 10101001 10101001 0 0
|
| | | 1000065 10101001 10101001 10101001 10101001 0 0
|
| | | 1000066 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000067 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000068 10101001 10101001 10101001 10101001 0 0
|
| | | 1000069 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000070 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000071 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000072 10101001 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000073 10101001 10101001 10101001 10101001 0 0
|
| | | 1000074 10101001 10101001 10101001 10101001 0 0
|
| | | 1000075 10101001 10101001 10101001 10101001 0 0
|
| | | 1000076 10101001 10101001 10101001 10101001 0 0
|
| | | 1000077 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000078 10101001 10101001 10101001 10101001 0 0
|
| | | 1000079 10101001 10101001 10101001 10101001 0 0
|
| | | 1000080 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000081 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000082 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000083 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000084 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000085 10101001 10101001 10101001 0 0
|
| | | 1000086 10101001 10101001 10101001 10101001 0 0
|
| | | 1000087 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000088 10101001 10101001 10101001 10101001 0 0
|
| | | 1000089 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000090 10101001 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000091 10101001 0 0
|
| | | 1000092 10101001 10101001 0 0
|
| | | 1000093 10101001 10101001 0 0
|
| | | 1000094 10101001 10101001 10101001 0 0
|
| | | 1000095 10101001 10101001 10101001 0 0
|
| | | 1000096 10101001 10101001 10101001 0 0
|
| | | 1000097 10101001 10101001 10101001 0 0
|
| | | 1000098 10101001 10101001 10101001 10101001 0 0
|
| | | 1000099 10101001 10101001 10101001 10101001 0
|
| | | 1000100 10101001 10101001 0 0
|
| | | 1000101 10101001 10101001 10101001 0 0
|
| | | 1000102 10101001 10101001 10101001 0 0
|
| | | 1000103 10101001 10101001 10101001 10101001 0 0
|
| | | 1000104 10101001 10101001 10101001 0 0
|
| | | 1000105 10101001 10101001 10101001 10101001 0 0
|
| | | 1000106 10101001 10101001 10101001 10101001 0 0
|
| | | 1000107 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000108 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000109 10101001 10101001 10101001 0 0
|
| | | 1000110 10101001 10101001 10101001 10101001 0 0
|
| | | 1000111 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000112 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000113 10101001 10101001 10101001 10101001 0 0
|
| | | 1000114 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000115 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000116 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000117 10101001 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000118 10101001 10101001 10101001 10101001 0 0
|
| | | 1000119 10101001 10101001 10101001 10101001 0 0
|
| | | 1000120 10101001 10101001 10101001 10101001 0 0
|
| | | 1000121 10101001 10101001 10101001 10101001 0 0
|
| | | 1000122 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000123 10101001 10101001 10101001 10101001 0 0
|
| | | 1000124 10101001 10101001 10101001 10101001 0 0
|
| | | 1000125 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000126 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000127 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000128 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000129 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000130 10101001 10101001 10101001 0 0
|
| | | 1000131 10101001 10101001 10101001 10101001 0 0
|
| | | 1000132 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000133 10101001 10101001 10101001 10101001 0 0
|
| | | 1000134 10101001 10101001 10101001 10101001 10101001 0 0
|
| | | 1000135 10101001 10101001 10101001 10101001 10101001 10101001 0
|
| | | 1000136 0 0
|
| | | 1000137 0 0
|
| | | 1000138 0 0
|
| | | 1000139 0 0
|
| | | 1000140 0 0
|
| | | 1000141 0 0
|
| | | 1000142 0 0
|
| | | 1000143 0 0
|
| | | 1000144 10101001 0
|
| | | 1000145 0 0
|
| | | 1000146 0 0
|
| | | 1000147 0 0
|
| | | 1000148 0 0
|
| | | 1000149 0 0
|
| | | 1000150 0 0
|
| | | 1000151 0 0
|
| | | 1000152 0 0
|
| | | 1000153 10101001 0
|
| | | 1000154 0 0
|
| | | 1000155 0 0
|
| | | 1000156 0 0
|
| | | 1000157 0 0
|
| | | 1000158 0 0
|
| | | 1000159 0 0
|
| | | 1000160 0 0
|
| | | 1000161 0 0
|
| | | 1000162 10101001 0
|
| | | 1000163 0 0
|
| | | 1000164 0 0
|
| | | 1000165 0 0
|
| | | 1000166 0 0
|
| | | 1000167 0 0
|
| | | 1000168 0 0
|
| | | 1000169 0 0
|
| | | 1000170 0 0
|
| | | 1000171 0 0
|
| | | 1000172 0 0
|
| | | 1000173 10101001 0
|
| | | 1000174 0 0
|
| | | 1000175 0 0
|
| | | 1000176 0 0
|
| | | 1000177 0 0
|
| | | 1000178 0 0
|
| | | 1000179 0 0
|
| | | 1000180 0 0
|
| | | 1000181 0 0
|
| | | 1000182 0 0
|
| | | 1000183 0 0
|
| | | 1000184 10101001 0
|
| | | 1000185 0 0
|
| | | 1000186 0 0
|
| | | 1000187 0 0
|
| | | 1000188 0 0
|
| | | 1000189 0 0
|
| | | 1000190 0 0
|
| | | 1000191 0 0
|
| | | 1000192 0 0
|
| | | 1000193 0 0
|
| | | 1000194 0 0
|
| | | 1000195 10101001 0
|
| | | 1000196 0 0
|
| | | 1000197 0 0
|
| | | 1000198 0 0
|
| | | 1000199 0 0
|
| | | 1000200 0 0
|
| | | 1000201 0 0
|
| | | 1000202 0 0
|
| | | 1000203 0 0
|
| | | 1000204 0 0
|
| | | 1000205 0 0
|
| | | 1000206 10101001 0
|
| | | 1000207 0 0
|
| | | 1000208 0 0
|
| | | 1000209 0 0
|
| | | 1000210 0 0
|
| | | 1000211 0 0
|
| | | 1000212 0 0
|
| | | 1000213 0 0
|
| | | 1000214 0 0
|
| | | 1000215 0 0
|
| | | 1000216 0 0
|
| | | 1000217 10101001 0
|
| | | 1000218 0 0
|
| | | 1000219 0 0
|
| | | 1000220 0 0
|
| | | 1000221 0 0
|
| | | 1000222 0 0
|
| | | 1000223 0 0
|
| | | 1000224 0 0
|
| | | 1000225 0 0
|
| | | 1000226 0 0
|
| | | 1000227 0 0
|
| | | 1000228 10101001 0
|
| | | 1000229 0 0
|
| | | 1000230 0 0
|
| | | 1000231 0 0
|
| | | 1000232 0 0
|
| | | 1000233 0 0
|
| | | 1000234 0 0
|
| | | 1000235 0 0
|
| | | 1000236 0 0
|
| | | 1000237 0 0
|
| | | 1000238 0 0
|
| | | 1000239 10101001 0
|
| | | 1000240 0 0
|
| | | 1000241 0 0
|
| | | 1000242 0 0
|
| | | 1000243 0 0
|
| | | 1000244 0 0
|
| | | 1000245 0 0
|
| | | 1000246 0 0
|
| | | 1000247 0 0
|
| | | 1000248 0 0
|
| | | 1000249 0 0
|
| | | 1000250 10101001 0
|
| | | 1000251 0 0
|
| | | 1000252 0 0
|
| | | 1000253 0 0
|
| | | 1000254 0 0
|
| | | 1000255 0 0
|
| | | 1000256 0 0
|
| | | 1000257 0 0
|
| | | 1000258 0 0
|
| | | 1000259 0 0
|
| | | 1000260 0 0
|
| | | 1000261 10101001 0
|
| | | 1000262 0 0
|
| | | 1000263 0 0
|
| | | 1000264 0 0
|
| | | 1000265 0 0
|
| | | 1000266 0 0
|
| | | 1000267 0 0
|
| | | 1000268 0 0
|
| | | 1000269 0 0
|
| | | 1000270 0 0
|
| | | 1000271 0 0
|
| | | 1000272 10101001 0
|
| | | 1000273 0 0
|
| | | 1000274 0 0
|
| | | 1000275 0 0
|
| | | 1000276 0 0
|
| | | 1000277 0 0
|
| | | 1000278 0 0
|
| | | 1000279 0 0
|
| | | 1000280 0 0
|
| | | 1000281 0 0
|
| | | 1000282 0 0
|
| | | 1000283 0 0
|
| | | 1000284 0 0
|
| | | 1000285 10101001 0
|
| | | 1000286 0 0
|
| | | 1000287 0 0
|
| | | 1000288 0 0
|
| | | 1000289 0 0
|
| | | 1000290 0 0
|
| | | 1000291 0 0
|
| | | 1000292 0 0
|
| | | 1000293 0 0
|
| | | 1000294 0 0
|
| | | 1000295 0 0
|
| | | 1000296 0 0
|
| | | 1000297 0 0
|
| | | 1000298 10101001 0
|
| | | 1000299 0 0
|
| | | 1000300 0 0
|
| | | 1000301 0 0
|
| | | 1000302 0 0
|
| | | 1000303 0 0
|
| | | 1000304 0 0
|
| | | 1000305 0 0
|
| | | 1000306 0 0
|
| | | 1000307 0 0
|
| | | 1000308 0 0
|
| | | 1000309 0 0
|
| | | 1000310 0 0
|
| | | 1000311 10101001 0
|
| | | 1000312 0 0
|
| | | 1000313 0 0
|
| | | 1000314 0 0
|
| | | 1000315 0 0
|
| | | 1000316 0 0
|
| | | 1000317 0 0
|
| | | 1000318 0 0
|
| | | 1000319 0 0
|
| | | 1000320 0 0
|
| | | 1000321 0 0
|
| | | 1000322 0 0
|
| | | 1000323 0 0
|
| | | 1000324 10101001 0
|
| | | 1000325 0 0
|
| | | 1000326 0 0
|
| | | 1000327 0 0
|
| | | 1000328 0 0
|
| | | 1000329 0 0
|
| | | 1000330 0 0
|
| | | 1000331 0 0
|
| | | 1000332 0 0
|
| | | 1000333 0 0
|
| | | 1000334 0 0
|
| | | 1000335 0 0
|
| | | 1000336 0 0
|
| | | 1000337 10101001 0
|
| | | 1000338 0 0
|
| | | 1000339 0 0
|
| | | 1000340 0 0
|
| | | 1000341 0 0
|
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|
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|
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|
| | | 1040807 10408071 10408072 10408073 10408074 10408075 0 0
|
| | | 1040808 10408082 10408081 10408083 10408084 10408085 10408086 0 0
|
| | | 1040809 10408092 10408091 10408093 10408094 10408095 10408096 0 0
|
| | | 1040810 10408102 10408101 10408103 10408104 10408105 10408106 0 0
|
| | | 1040811 10408111 10408113 10408112 10408114 10408116 10408115 10408116 0
|
| | | 1040901 10409011 10409012 10409013 10409014 10409015 10409016 0 0
|
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|
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|
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|
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|
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|
| | | 1040910 10409102 10409101 10409103 10409104 10409105 10409106 0 0
|
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|
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|
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|
| | | 1041008 10410081 10410083 10410082 10410084 10410085 10410086 0 0
|
| | | 1041009 10410092 10410091 10410093 10410094 10410095 10410096 0 0
|
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|
| | | 1041011 10410112 10410111 10410113 10410114 10410116 10410115 10410116 0
|
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| | | 1050111 1014001 1014002 1014005 1016004 1014013 0 0
|
| | | 1050112 1014001 1014002 1014005 1014004 1014013 0 0
|
| | | 1050113 1012003 1012003 1014005 1017004 1014013 1017004 0
|
| | | 1050201 1011002 1012003 1011002 1011002 1011002 0 0
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| | | 1050206 1011004 1011004 1014005 1011004 1014013 0 0
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| | | 1050207 1011004 1011004 1014001 1014002 1014013 0 0
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| | | 1050208 1011004 1012001 1011004 1014001 1013004 1014013 0 0
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| | | 1050209 1014005 1014001 1014013 1014004 1014002 0 0
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| | | 1050212 1014005 1011001 1014001 1014013 1015004 1014002 0 0
|
| | | 1050213 1013001 1014005 1013001 1011004 1017004 1011004 1017004 0
|
| | | 1050301 1011002 1011002 1011004 1014005 1011004 0 0
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| | | 1050603 1012002 1014001 1012002 1014002 1014001 1014013 0 0
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| | | 1050605 1011003 1011003 1014002 1014001 1014013 0 0
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| | | 1050901 1011002 1011002 1011002 1014005 1014007 1014005 0 0
|
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| | | 1050903 1014001 1013001 1014013 1014005 1014013 0 0
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| | | 1050905 1011002 1014001 1011002 1014005 1016012 1014013 0 0
|
| | | 1050906 1011002 1014001 1011002 1014005 1014012 1014013 0 0
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| | | 1050907 1014001 1013001 1014013 1014005 1015012 1014013 0 0
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| | | 1050908 1011002 1014001 1011002 1014005 1014012 1014013 0 0
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| | | 1051009 1012002 1011002 1012002 1014005 1016012 1014013 0 0
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| | | 1051013 1011002 1014001 1011002 1016005 1017003 1016007 1017003 0
|
| | |
| | | 2 0 2 2 101 [[1,50,0]]
|
| | | 3 0 3 4 3 [[1,50,0]]
|
| | | 4 1 1 1 10 [[1,50,0]]
|
| | | 5 1 2 2 102 [[1,50,0]]
|
| | | 5 1 2 2 103 [[1,50,0]]
|
| | | 6 1 3 4 4 [[1,50,0]]
|
| | | 7 2 1 1 15 [[1,50,0]]
|
| | | 8 2 2 2 103 [[1,50,0]]
|
| | | 8 2 2 2 105 [[1,50,0]]
|
| | | 9 2 3 4 5 [[1,50,0]]
|
| | | 10 3 1 1 22 [[1,50,0]]
|
| | | 11 3 2 2 203 [[1,50,0]]
|