Merge branch 'master' of http://192.168.1.20:10010/r/Project_SG_resourcesout
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| | | 5976 200 6 [[1,500]]
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| | | 5977 200 7 [[700,10]]
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| | | 511 51 1 [[1,500],[12,100]]
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| | | 512 51 2 [[1,500],[4,25]]
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| | | 512 51 2 [[1,500],[20,10]]
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| | | 513 51 3 [[1,500],[8,200]]
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| | | 514 51 4 [[1,500],[3,500]]
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| | | 515 51 5 [[1,500],[31,20]]
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| | | 516 51 6 [[1,500],[20,10]]
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| | | 517 51 7 [[1,500],[1004,1]]
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| | | 516 51 6 [[1,500],[4,100]]
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| | | 517 51 7 [[1,500],[1004,1],[5,10],[20,10]]
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| | |
| | | int int[] int int int int int[][]
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| | | CfgID CTGIDList ActShopType ADID ShopType ShopItemID PopItems
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| | | 配置ID 特卖充值ID列表 特卖商店类型 特卖礼包广告ID 兑换商店类型 兑换商店兑换物品ID 跳脸界面物品列表
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| | | 1 [4000,4001,4002,4003] 0 0 0 0 []
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| | | 100 [23001,23002,23003,23004,23005,23006,23007,23008,23009,23010] 25 7 26 701 [[3501,1],[4504,1],[4800,1],[9000,1],[9001,1],[9,100],[1036,1]]
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| | | int int[] int int int[][]
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| | | CfgID CTGIDList ActShopType ADID PopItems
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| | | 配置ID 特卖充值ID列表 特卖商店类型 特卖礼包广告ID 跳脸界面物品列表
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| | | 1 [4000,4001,4002,4003] 0 0 []
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| | | 100 [23001,23002,23003,23004,23005,23006,23007,23008,23009,23010] 25 7 [[3501,1],[3500,1],[9000,1],[9001,1],[9,100],[1037,1],[1004,1],[1005,1],[1036,1],[1038,1]]
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| | |
| | | int int int int string
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| | | CfgID IsDayReset TemplateID ActScoreItemID ActScoreAwardInfo
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| | | 配置ID 是否每天重置 任务模版ID 活动积分物品ID 任务积分累计奖励
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| | | 1 0 51 36 {"3000":[0,8,100],"6000":[0,3,300],"9000":[0,5,10],"15000":[0,20,20],"21000":[0,1005,1]}
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| | | int int int int int string
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| | | CfgID IsDayReset TemplateID ActScoreItemID ActShopTypeEx ActScoreAwardInfo
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| | | 配置ID 是否每天重置 任务模版ID 活动积分物品ID 兑换商店类型 任务积分累计奖励
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| | | 1 0 51 36 26 {"3000":[0,8,100],"6000":[1,3,300],"9000":[2,5,20],"15000":[3,20,20],"21000":[4,1005,1]}
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| | |
| | | int int int int int int[][] int
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| | | ID TemplateID TasklD TaskType NeedValue AwardItemList GuideID
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| | | ID 模板编号 任务ID 任务类型 完成所需值 任务奖励列表 前往引导ID
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| | | 1 51 101 1 500 [[36,100]] 38
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| | | 2 51 102 1 1000 [[36,100]] 38
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| | | 3 51 103 1 2000 [[36,100]] 38
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| | | 4 51 104 1 3000 [[36,100]] 38
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| | | 5 51 105 1 4000 [[36,100]] 38
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| | | 6 51 106 1 5000 [[36,100]] 38
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| | | 7 51 107 1 6000 [[36,100]] 38
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| | | 8 51 108 1 7000 [[36,100]] 38
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| | | 9 51 109 1 8000 [[36,100]] 38
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| | | 10 51 110 1 9000 [[36,100]] 38
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| | | 11 51 111 1 10000 [[36,100]] 38
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| | | 12 51 112 1 11000 [[36,100]] 38
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| | | 13 51 113 1 12000 [[36,100]] 38
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| | | 14 51 114 1 13000 [[36,100]] 38
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| | | 15 51 115 1 14000 [[36,100]] 38
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| | | 16 51 116 1 15000 [[36,100]] 38
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| | | 17 51 117 1 16000 [[36,100]] 38
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| | | 18 51 118 1 17000 [[36,100]] 38
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| | | 19 51 119 1 18000 [[36,100]] 38
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| | | 20 51 120 1 19000 [[36,100]] 38
|
| | | 21 51 121 1 20000 [[36,100]] 38
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| | | 22 51 122 1 21000 [[36,100]] 38
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| | | 23 51 123 1 22000 [[36,100]] 38
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| | | 24 51 124 1 23000 [[36,100]] 38
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| | | 25 51 125 1 24000 [[36,100]] 38
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| | | 26 51 126 1 25000 [[36,100]] 38
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| | | 27 51 127 1 26000 [[36,100]] 38
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| | | 28 51 128 1 27000 [[36,100]] 38
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| | | 29 51 129 1 28000 [[36,100]] 38
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| | | 30 51 130 1 29000 [[36,100]] 38
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| | | 31 51 131 1 30000 [[36,100]] 38
|
| | | 32 51 132 1 31000 [[36,100]] 38
|
| | | 33 51 133 1 32000 [[36,100]] 38
|
| | | 34 51 134 1 33000 [[36,100]] 38
|
| | | 35 51 135 1 34000 [[36,100]] 38
|
| | | 36 51 136 1 35000 [[36,100]] 38
|
| | | 37 51 301 3 5 [[36,100]] 40
|
| | | 38 51 302 3 10 [[36,100]] 40
|
| | | 39 51 303 3 15 [[36,100]] 40
|
| | | 40 51 304 3 20 [[36,100]] 40
|
| | | 41 51 305 3 25 [[36,100]] 40
|
| | | 42 51 306 3 30 [[36,100]] 40
|
| | | 43 51 307 3 35 [[36,100]] 40
|
| | | 44 51 308 3 40 [[36,100]] 40
|
| | | 45 51 309 3 45 [[36,100]] 40
|
| | | 46 51 310 3 50 [[36,100]] 40
|
| | | 47 51 311 3 55 [[36,100]] 40
|
| | | 48 51 312 3 60 [[36,100]] 40
|
| | | 49 51 313 3 65 [[36,100]] 40
|
| | | 50 51 314 3 70 [[36,100]] 40
|
| | | 51 51 315 3 75 [[36,100]] 40
|
| | | 52 51 316 3 80 [[36,100]] 40
|
| | | 53 51 317 3 85 [[36,100]] 40
|
| | | 54 51 318 3 90 [[36,100]] 40
|
| | | 55 51 319 3 95 [[36,100]] 40
|
| | | 56 51 320 3 100 [[36,100]] 40
|
| | | 57 51 321 3 105 [[36,100]] 40
|
| | | 58 51 322 3 110 [[36,100]] 40
|
| | | 59 51 323 3 115 [[36,100]] 40
|
| | | 60 51 324 3 120 [[36,100]] 40
|
| | | 61 51 325 3 125 [[36,100]] 40
|
| | | 62 51 326 3 130 [[36,100]] 40
|
| | | 63 51 327 3 135 [[36,100]] 40
|
| | | 64 51 328 3 140 [[36,100]] 40
|
| | | 65 51 329 3 145 [[36,100]] 40
|
| | | 66 51 330 3 150 [[36,100]] 40
|
| | | 67 51 331 3 155 [[36,100]] 40
|
| | | 68 51 332 3 160 [[36,100]] 40
|
| | | 69 51 333 3 165 [[36,100]] 40
|
| | | 70 51 334 3 170 [[36,100]] 40
|
| | | 71 51 335 3 175 [[36,100]] 40
|
| | | 72 51 401 4 10 [[36,100]] 39
|
| | | 73 51 402 4 20 [[36,100]] 39
|
| | | 74 51 403 4 30 [[36,100]] 39
|
| | | 75 51 404 4 40 [[36,100]] 39
|
| | | 76 51 405 4 50 [[36,100]] 39
|
| | | 77 51 406 4 60 [[36,100]] 39
|
| | | 78 51 407 4 70 [[36,100]] 39
|
| | | 79 51 408 4 80 [[36,100]] 39
|
| | | 80 51 409 4 90 [[36,100]] 39
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| | | 81 51 410 4 100 [[36,100]] 39
|
| | | 82 51 411 4 110 [[36,100]] 39
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| | | 83 51 412 4 120 [[36,100]] 39
|
| | | 84 51 413 4 130 [[36,100]] 39
|
| | | 85 51 414 4 140 [[36,100]] 39
|
| | | 86 51 415 4 150 [[36,100]] 39
|
| | | 87 51 416 4 160 [[36,100]] 39
|
| | | 88 51 417 4 170 [[36,100]] 39
|
| | | 89 51 418 4 180 [[36,100]] 39
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| | | 90 51 419 4 190 [[36,100]] 39
|
| | | 91 51 420 4 200 [[36,100]] 39
|
| | | 92 51 421 4 210 [[36,100]] 39
|
| | | 93 51 422 4 220 [[36,100]] 39
|
| | | 94 51 423 4 230 [[36,100]] 39
|
| | | 95 51 424 4 240 [[36,100]] 39
|
| | | 96 51 425 4 250 [[36,100]] 39
|
| | | 97 51 426 4 260 [[36,100]] 39
|
| | | 98 51 427 4 270 [[36,100]] 39
|
| | | 99 51 428 4 280 [[36,100]] 39
|
| | | 100 51 429 4 290 [[36,100]] 39
|
| | | 101 51 501 5 10 [[36,100]] 40
|
| | | 102 51 502 5 20 [[36,100]] 40
|
| | | 103 51 503 5 30 [[36,100]] 40
|
| | | 104 51 504 5 40 [[36,100]] 40
|
| | | 105 51 505 5 50 [[36,100]] 40
|
| | | 106 51 506 5 60 [[36,100]] 40
|
| | | 107 51 507 5 70 [[36,100]] 40
|
| | | 108 51 508 5 80 [[36,100]] 40
|
| | | 109 51 509 5 90 [[36,100]] 40
|
| | | 110 51 510 5 100 [[36,100]] 40
|
| | | 111 51 511 5 110 [[36,100]] 40
|
| | | 112 51 512 5 120 [[36,100]] 40
|
| | | 113 51 513 5 130 [[36,100]] 40
|
| | | 114 51 514 5 140 [[36,100]] 40
|
| | | 115 51 515 5 150 [[36,100]] 40
|
| | | 116 51 516 5 160 [[36,100]] 40
|
| | | 117 51 517 5 170 [[36,100]] 40
|
| | | 118 51 518 5 180 [[36,100]] 40
|
| | | 119 51 519 5 190 [[36,100]] 40
|
| | | 120 51 520 5 200 [[36,100]] 40
|
| | | 121 51 601 6 7 [[36,100]] 40
|
| | | 122 51 602 6 14 [[36,100]] 40
|
| | | 123 51 603 6 21 [[36,100]] 40
|
| | | 124 51 604 6 28 [[36,100]] 40
|
| | | 125 51 605 6 35 [[36,100]] 40
|
| | | 126 51 606 6 42 [[36,100]] 40
|
| | | 127 51 607 6 49 [[36,100]] 40
|
| | | 128 51 701 7 100 [[36,100]] 110
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| | | 129 51 702 7 200 [[36,100]] 110
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| | | 130 51 703 7 300 [[36,100]] 110
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| | | 131 51 704 7 400 [[36,100]] 110
|
| | | 132 51 705 7 500 [[36,100]] 110
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| | | 133 51 706 7 600 [[36,100]] 110
|
| | | 134 51 707 7 700 [[36,100]] 110
|
| | | 135 51 708 7 800 [[36,100]] 110
|
| | | 136 51 709 7 900 [[36,100]] 110
|
| | | 137 51 710 7 1000 [[36,100]] 110
|
| | | 138 51 711 7 1100 [[36,100]] 110
|
| | | 139 51 712 7 1200 [[36,100]] 110
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| | | 140 51 713 7 1300 [[36,100]] 110
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| | | 141 51 714 7 1400 [[36,100]] 110
|
| | | 142 51 715 7 1500 [[36,100]] 110
|
| | | 143 51 716 7 1600 [[36,100]] 110
|
| | | 144 51 717 7 1700 [[36,100]] 110
|
| | | 145 51 718 7 1800 [[36,100]] 110
|
| | | 146 51 719 7 1900 [[36,100]] 110
|
| | | 147 51 720 7 2000 [[36,100]] 110
|
| | | 148 51 721 7 2100 [[36,100]] 110
|
| | | 149 51 722 7 2200 [[36,100]] 110
|
| | | 150 51 723 7 2300 [[36,100]] 110
|
| | | 151 51 724 7 2400 [[36,100]] 110
|
| | | 152 51 725 7 2500 [[36,100]] 110
|
| | | 153 51 726 7 2600 [[36,100]] 110
|
| | | 154 51 727 7 2700 [[36,100]] 110
|
| | | 155 51 728 7 2800 [[36,100]] 110
|
| | | 156 51 729 7 2900 [[36,100]] 110
|
| | | 157 51 730 7 3000 [[36,100]] 110
|
| | | 158 51 731 7 3100 [[36,100]] 110
|
| | | 159 51 732 7 3200 [[36,100]] 110
|
| | | 160 51 733 7 3300 [[36,100]] 110
|
| | | 161 51 734 7 3400 [[36,100]] 110
|
| | | 162 51 735 7 3500 [[36,100]] 110
|
| | | 163 51 801 8 1 [[36,100]] 110
|
| | | 164 51 802 8 2 [[36,100]] 110
|
| | | 165 51 803 8 3 [[36,100]] 110
|
| | | 166 51 804 8 4 [[36,100]] 110
|
| | | 167 51 805 8 5 [[36,100]] 110
|
| | | 168 51 806 8 6 [[36,100]] 110
|
| | | 169 51 807 8 7 [[36,100]] 110
|
| | | 170 51 901 9 500 [[36,100]] 120
|
| | | 171 51 902 9 1000 [[36,100]] 120
|
| | | 172 51 903 9 1500 [[36,100]] 120
|
| | | 173 51 904 9 2000 [[36,100]] 120
|
| | | 174 51 905 9 2500 [[36,100]] 120
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| | | 175 51 906 9 3000 [[36,100]] 120
|
| | | 176 51 907 9 3500 [[36,100]] 120
|
| | | 177 51 908 9 4000 [[36,100]] 120
|
| | | 178 51 909 9 4500 [[36,100]] 120
|
| | | 179 51 910 9 5000 [[36,100]] 120
|
| | | 180 51 911 9 5500 [[36,100]] 120
|
| | | 181 51 912 9 6000 [[36,100]] 120
|
| | | 182 51 913 9 6500 [[36,100]] 120
|
| | | 183 51 914 9 7000 [[36,100]] 120
|
| | | 184 51 915 9 7500 [[36,100]] 120
|
| | | 185 51 916 9 8000 [[36,100]] 120
|
| | | 186 51 917 9 8500 [[36,100]] 120
|
| | | 187 51 918 9 9000 [[36,100]] 120
|
| | | 188 51 919 9 9500 [[36,100]] 120
|
| | | 189 51 920 9 10000 [[36,100]] 120
|
| | | 190 51 921 9 10500 [[36,100]] 120
|
| | | 191 51 922 9 11000 [[36,100]] 120
|
| | | 192 51 923 9 11500 [[36,100]] 120
|
| | | 193 51 924 9 12000 [[36,100]] 120
|
| | | 194 51 925 9 12500 [[36,100]] 120
|
| | | 195 51 926 9 13000 [[36,100]] 120
|
| | | 196 51 927 9 13500 [[36,100]] 120
|
| | | 197 51 928 9 14000 [[36,100]] 120
|
| | | 198 51 929 9 14500 [[36,100]] 120
|
| | | 199 51 930 9 15000 [[36,100]] 120
|
| | | 200 51 931 9 15500 [[36,100]] 120
|
| | | 201 51 932 9 16000 [[36,100]] 120
|
| | | 202 51 933 9 16500 [[36,100]] 120
|
| | | 203 51 934 9 17000 [[36,100]] 120
|
| | | 204 51 935 9 17500 [[36,100]] 120
|
| | | 205 51 936 9 18000 [[36,100]] 120
|
| | | 206 51 937 9 18500 [[36,100]] 120
|
| | | 207 51 938 9 19000 [[36,100]] 120
|
| | | 208 51 939 9 19500 [[36,100]] 120
|
| | | 209 51 940 9 20000 [[36,100]] 120
|
| | | 210 51 1001 10 50 [[36,100]] 41
|
| | | 211 51 1002 10 100 [[36,100]] 41
|
| | | 212 51 1003 10 150 [[36,100]] 41
|
| | | 213 51 1004 10 200 [[36,100]] 41
|
| | | 214 51 1005 10 250 [[36,100]] 41
|
| | | 215 51 1006 10 300 [[36,100]] 41
|
| | | 216 51 1007 10 350 [[36,100]] 41
|
| | | 217 51 1008 10 400 [[36,100]] 41
|
| | | 218 51 1009 10 450 [[36,100]] 41
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| | | 219 51 1010 10 500 [[36,100]] 41
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| | | 220 51 1011 10 550 [[36,100]] 41
|
| | | 221 51 1012 10 600 [[36,100]] 41
|
| | | 222 51 1013 10 650 [[36,100]] 41
|
| | | 223 51 1014 10 700 [[36,100]] 41
|
| | | 224 51 1015 10 750 [[36,100]] 41
|
| | | 225 51 1016 10 800 [[36,100]] 41
|
| | | 226 51 1017 10 850 [[36,100]] 41
|
| | | 227 51 1018 10 900 [[36,100]] 41
|
| | | 228 51 1019 10 950 [[36,100]] 41
|
| | | 229 51 1020 10 1000 [[36,100]] 41
|
| | | 230 51 1021 10 1050 [[36,100]] 41
|
| | | 231 51 1022 10 1100 [[36,100]] 41
|
| | | 232 51 1023 10 1150 [[36,100]] 41
|
| | | 233 51 1024 10 1200 [[36,100]] 41
|
| | | 234 51 1025 10 1250 [[36,100]] 41
|
| | | 235 51 1026 10 1300 [[36,100]] 41
|
| | | 236 51 1101 11 20 [[36,100]] 41
|
| | | 237 51 1102 11 40 [[36,100]] 41
|
| | | 238 51 1103 11 60 [[36,100]] 41
|
| | | 239 51 1104 11 80 [[36,100]] 41
|
| | | 240 51 1105 11 100 [[36,100]] 41
|
| | | 241 51 1106 11 120 [[36,100]] 41
|
| | | 242 51 1107 11 140 [[36,100]] 41
|
| | | 243 51 1108 11 160 [[36,100]] 41
|
| | | 244 51 1109 11 180 [[36,100]] 41
|
| | | 245 51 1110 11 200 [[36,100]] 41
|
| | | 246 51 1111 11 220 [[36,100]] 41
|
| | | 247 51 1112 11 240 [[36,100]] 41
|
| | | 248 51 1113 11 260 [[36,100]] 41
|
| | | 249 51 1114 11 280 [[36,100]] 41
|
| | | 250 51 1115 11 300 [[36,100]] 41
|
| | | 251 51 1116 11 320 [[36,100]] 41
|
| | | 252 51 1117 11 340 [[36,100]] 41
|
| | | 253 51 1118 11 360 [[36,100]] 41
|
| | | 254 51 1119 11 380 [[36,100]] 41
|
| | | 255 51 1120 11 400 [[36,100]] 41
|
| | | 256 51 1121 11 420 [[36,100]] 41
|
| | | 257 51 1122 11 440 [[36,100]] 41
|
| | | 258 51 1123 11 460 [[36,100]] 41
|
| | | 259 51 1124 11 480 [[36,100]] 41
|
| | | 260 51 1125 11 500 [[36,100]] 41
|
| | | 261 51 1126 11 520 [[36,100]] 41
|
| | | 262 51 1127 11 540 [[36,100]] 41
|
| | | 263 51 1128 11 560 [[36,100]] 41
|
| | | 264 51 1129 11 580 [[36,100]] 41
|
| | | 265 51 1130 11 600 [[36,100]] 41
|
| | | 266 51 1131 11 620 [[36,100]] 41
|
| | | 267 51 1132 11 640 [[36,100]] 41
|
| | | 268 51 1133 11 660 [[36,100]] 41
|
| | | 269 51 1134 11 680 [[36,100]] 41
|
| | | 270 51 1135 11 700 [[36,100]] 41
|
| | | 271 51 1136 11 720 [[36,100]] 41
|
| | | 272 51 1137 11 740 [[36,100]] 41
|
| | | 273 51 1138 11 760 [[36,100]] 41
|
| | | 274 51 1139 11 780 [[36,100]] 41
|
| | | 275 51 1140 11 800 [[36,100]] 41
|
| | | 276 51 1141 11 820 [[36,100]] 41
|
| | | 277 51 1142 11 840 [[36,100]] 41
|
| | | 278 51 1201 12 5 [[36,100]] 41
|
| | | 279 51 1202 12 10 [[36,100]] 41
|
| | | 280 51 1203 12 15 [[36,100]] 41
|
| | | 281 51 1204 12 20 [[36,100]] 41
|
| | | 282 51 1205 12 25 [[36,100]] 41
|
| | | 283 51 1206 12 30 [[36,100]] 41
|
| | | 284 51 1207 12 35 [[36,100]] 41
|
| | | 285 51 1208 12 40 [[36,100]] 41
|
| | | 286 51 1209 12 45 [[36,100]] 41
|
| | | 287 51 1210 12 50 [[36,100]] 41
|
| | | 288 51 1211 12 55 [[36,100]] 41
|
| | | 289 51 1212 12 60 [[36,100]] 41
|
| | | 290 51 1213 12 65 [[36,100]] 41
|
| | | 291 51 1214 12 70 [[36,100]] 41
|
| | | 292 51 1215 12 75 [[36,100]] 41
|
| | | 293 51 1216 12 80 [[36,100]] 41
|
| | | 294 51 1217 12 85 [[36,100]] 41
|
| | | 295 51 1218 12 90 [[36,100]] 41
|
| | | 296 51 1219 12 95 [[36,100]] 41
|
| | | 297 51 1220 12 100 [[36,100]] 41
|
| | | 298 51 1221 12 105 [[36,100]] 41
|
| | | 299 51 1222 12 110 [[36,100]] 41
|
| | | 300 51 1223 12 115 [[36,100]] 41
|
| | | 301 51 1224 12 120 [[36,100]] 41
|
| | | 302 51 1225 12 125 [[36,100]] 41
|
| | | 303 51 1226 12 130 [[36,100]] 41
|
| | | 304 51 1301 13 5 [[36,100]] 41
|
| | | 305 51 1302 13 10 [[36,100]] 41
|
| | | 306 51 1303 13 15 [[36,100]] 41
|
| | | 307 51 1304 13 20 [[36,100]] 41
|
| | | 308 51 1305 13 25 [[36,100]] 41
|
| | | 309 51 1306 13 30 [[36,100]] 41
|
| | | 310 51 1307 13 35 [[36,100]] 41
|
| | | 311 51 1308 13 40 [[36,100]] 41
|
| | | 312 51 1309 13 45 [[36,100]] 41
|
| | | 313 51 1310 13 50 [[36,100]] 41
|
| | | 314 51 1311 13 55 [[36,100]] 41
|
| | | 315 51 1312 13 60 [[36,100]] 41
|
| | | 316 51 1313 13 65 [[36,100]] 41
|
| | | 317 51 1314 13 70 [[36,100]] 41
|
| | | 318 51 1401 14 3 [[36,100]] 41
|
| | | 319 51 1402 14 6 [[36,100]] 41
|
| | | 320 51 1403 14 9 [[36,100]] 41
|
| | | 321 51 1404 14 12 [[36,100]] 41
|
| | | 322 51 1405 14 15 [[36,100]] 41
|
| | | 323 51 1406 14 18 [[36,100]] 41
|
| | | 324 51 1407 14 21 [[36,100]] 41
|
| | | 325 51 1408 14 24 [[36,100]] 41
|
| | | 326 51 1409 14 27 [[36,100]] 41
|
| | | 327 51 1410 14 30 [[36,100]] 41
|
| | | 328 51 1411 14 33 [[36,100]] 41
|
| | | 329 51 1412 14 36 [[36,100]] 41
|
| | | 330 51 1413 14 39 [[36,100]] 41
|
| | | 331 51 1414 14 42 [[36,100]] 41
|
| | | 332 51 1501 15 1 [[36,100]] 41
|
| | | 333 51 1502 15 2 [[36,100]] 41
|
| | | 334 51 1503 15 3 [[36,100]] 41
|
| | | 335 51 1504 15 4 [[36,100]] 41
|
| | | 336 51 1505 15 5 [[36,100]] 41
|
| | | 337 51 1506 15 6 [[36,100]] 41
|
| | | 338 51 1507 15 7 [[36,100]] 41
|
| | | 339 51 1508 15 8 [[36,100]] 41
|
| | | 340 51 1509 15 9 [[36,100]] 41
|
| | | 341 51 1510 15 10 [[36,100]] 41
|
| | | 342 51 1511 15 11 [[36,100]] 41
|
| | | 343 51 1512 15 12 [[36,100]] 41
|
| | | 344 51 1513 15 13 [[36,100]] 41
|
| | | 345 51 1514 15 14 [[36,100]] 41
|
| | | 101 51 101 1 500 [[36,100]] 38
|
| | | 102 51 102 1 1000 [[36,100]] 38
|
| | | 103 51 103 1 2000 [[36,100]] 38
|
| | | 104 51 104 1 3000 [[36,100]] 38
|
| | | 105 51 105 1 4000 [[36,100]] 38
|
| | | 106 51 106 1 5000 [[36,100]] 38
|
| | | 107 51 107 1 6000 [[36,100]] 38
|
| | | 108 51 108 1 7000 [[36,100]] 38
|
| | | 109 51 109 1 8000 [[36,100]] 38
|
| | | 110 51 110 1 9000 [[36,100]] 38
|
| | | 111 51 111 1 10000 [[36,100]] 38
|
| | | 112 51 112 1 11000 [[36,100]] 38
|
| | | 113 51 113 1 12000 [[36,100]] 38
|
| | | 114 51 114 1 13000 [[36,100]] 38
|
| | | 115 51 115 1 14000 [[36,100]] 38
|
| | | 116 51 116 1 15000 [[36,100]] 38
|
| | | 117 51 117 1 16000 [[36,100]] 38
|
| | | 118 51 118 1 17000 [[36,100]] 38
|
| | | 119 51 119 1 18000 [[36,100]] 38
|
| | | 120 51 120 1 19000 [[36,100]] 38
|
| | | 121 51 121 1 20000 [[36,100]] 38
|
| | | 122 51 122 1 21000 [[36,100]] 38
|
| | | 123 51 123 1 22000 [[36,100]] 38
|
| | | 124 51 124 1 23000 [[36,100]] 38
|
| | | 125 51 125 1 24000 [[36,100]] 38
|
| | | 126 51 126 1 25000 [[36,100]] 38
|
| | | 127 51 127 1 26000 [[36,100]] 38
|
| | | 128 51 128 1 27000 [[36,100]] 38
|
| | | 129 51 129 1 28000 [[36,100]] 38
|
| | | 130 51 130 1 29000 [[36,100]] 38
|
| | | 131 51 131 1 30000 [[36,100]] 38
|
| | | 132 51 132 1 31000 [[36,100]] 38
|
| | | 133 51 133 1 32000 [[36,100]] 38
|
| | | 134 51 134 1 33000 [[36,100]] 38
|
| | | 135 51 135 1 34000 [[36,100]] 38
|
| | | 136 51 136 1 35000 [[36,100]] 38
|
| | | 301 51 301 3 5 [[36,100]] 40
|
| | | 302 51 302 3 10 [[36,100]] 40
|
| | | 303 51 303 3 15 [[36,100]] 40
|
| | | 304 51 304 3 20 [[36,100]] 40
|
| | | 305 51 305 3 25 [[36,100]] 40
|
| | | 306 51 306 3 30 [[36,100]] 40
|
| | | 307 51 307 3 35 [[36,100]] 40
|
| | | 308 51 308 3 40 [[36,100]] 40
|
| | | 309 51 309 3 45 [[36,100]] 40
|
| | | 310 51 310 3 50 [[36,100]] 40
|
| | | 311 51 311 3 55 [[36,100]] 40
|
| | | 312 51 312 3 60 [[36,100]] 40
|
| | | 313 51 313 3 65 [[36,100]] 40
|
| | | 314 51 314 3 70 [[36,100]] 40
|
| | | 315 51 315 3 75 [[36,100]] 40
|
| | | 316 51 316 3 80 [[36,100]] 40
|
| | | 317 51 317 3 85 [[36,100]] 40
|
| | | 318 51 318 3 90 [[36,100]] 40
|
| | | 319 51 319 3 95 [[36,100]] 40
|
| | | 320 51 320 3 100 [[36,100]] 40
|
| | | 321 51 321 3 105 [[36,100]] 40
|
| | | 322 51 322 3 110 [[36,100]] 40
|
| | | 323 51 323 3 115 [[36,100]] 40
|
| | | 324 51 324 3 120 [[36,100]] 40
|
| | | 325 51 325 3 125 [[36,100]] 40
|
| | | 326 51 326 3 130 [[36,100]] 40
|
| | | 327 51 327 3 135 [[36,100]] 40
|
| | | 328 51 328 3 140 [[36,100]] 40
|
| | | 329 51 329 3 145 [[36,100]] 40
|
| | | 330 51 330 3 150 [[36,100]] 40
|
| | | 331 51 331 3 155 [[36,100]] 40
|
| | | 332 51 332 3 160 [[36,100]] 40
|
| | | 333 51 333 3 165 [[36,100]] 40
|
| | | 334 51 334 3 170 [[36,100]] 40
|
| | | 335 51 335 3 175 [[36,100]] 40
|
| | | 401 51 401 4 10 [[36,100]] 39
|
| | | 402 51 402 4 20 [[36,100]] 39
|
| | | 403 51 403 4 30 [[36,100]] 39
|
| | | 404 51 404 4 40 [[36,100]] 39
|
| | | 405 51 405 4 50 [[36,100]] 39
|
| | | 406 51 406 4 60 [[36,100]] 39
|
| | | 407 51 407 4 70 [[36,100]] 39
|
| | | 408 51 408 4 80 [[36,100]] 39
|
| | | 409 51 409 4 90 [[36,100]] 39
|
| | | 410 51 410 4 100 [[36,100]] 39
|
| | | 411 51 411 4 110 [[36,100]] 39
|
| | | 412 51 412 4 120 [[36,100]] 39
|
| | | 413 51 413 4 130 [[36,100]] 39
|
| | | 414 51 414 4 140 [[36,100]] 39
|
| | | 415 51 415 4 150 [[36,100]] 39
|
| | | 416 51 416 4 160 [[36,100]] 39
|
| | | 417 51 417 4 170 [[36,100]] 39
|
| | | 418 51 418 4 180 [[36,100]] 39
|
| | | 419 51 419 4 190 [[36,100]] 39
|
| | | 420 51 420 4 200 [[36,100]] 39
|
| | | 421 51 421 4 210 [[36,100]] 39
|
| | | 422 51 422 4 220 [[36,100]] 39
|
| | | 423 51 423 4 230 [[36,100]] 39
|
| | | 424 51 424 4 240 [[36,100]] 39
|
| | | 425 51 425 4 250 [[36,100]] 39
|
| | | 426 51 426 4 260 [[36,100]] 39
|
| | | 427 51 427 4 270 [[36,100]] 39
|
| | | 428 51 428 4 280 [[36,100]] 39
|
| | | 429 51 429 4 290 [[36,100]] 39
|
| | | 501 51 501 5 3 [[36,100]] 40
|
| | | 502 51 502 5 6 [[36,100]] 40
|
| | | 503 51 503 5 9 [[36,100]] 40
|
| | | 504 51 504 5 12 [[36,100]] 40
|
| | | 505 51 505 5 15 [[36,100]] 40
|
| | | 506 51 506 5 18 [[36,100]] 40
|
| | | 507 51 507 5 21 [[36,100]] 40
|
| | | 508 51 508 5 24 [[36,100]] 40
|
| | | 509 51 509 5 27 [[36,100]] 40
|
| | | 510 51 510 5 30 [[36,100]] 40
|
| | | 511 51 511 5 33 [[36,100]] 40
|
| | | 512 51 512 5 36 [[36,100]] 40
|
| | | 513 51 513 5 39 [[36,100]] 40
|
| | | 514 51 514 5 42 [[36,100]] 40
|
| | | 515 51 515 5 45 [[36,100]] 40
|
| | | 516 51 516 5 48 [[36,100]] 40
|
| | | 517 51 517 5 51 [[36,100]] 40
|
| | | 518 51 518 5 54 [[36,100]] 40
|
| | | 601 51 601 6 7 [[36,100]] 40
|
| | | 602 51 602 6 14 [[36,100]] 40
|
| | | 603 51 603 6 21 [[36,100]] 40
|
| | | 604 51 604 6 28 [[36,100]] 40
|
| | | 605 51 605 6 35 [[36,100]] 40
|
| | | 606 51 606 6 42 [[36,100]] 40
|
| | | 607 51 607 6 49 [[36,100]] 40
|
| | | 701 51 701 7 100 [[36,100]] 110
|
| | | 702 51 702 7 200 [[36,100]] 110
|
| | | 703 51 703 7 300 [[36,100]] 110
|
| | | 704 51 704 7 400 [[36,100]] 110
|
| | | 705 51 705 7 500 [[36,100]] 110
|
| | | 706 51 706 7 600 [[36,100]] 110
|
| | | 707 51 707 7 700 [[36,100]] 110
|
| | | 708 51 708 7 800 [[36,100]] 110
|
| | | 709 51 709 7 900 [[36,100]] 110
|
| | | 710 51 710 7 1000 [[36,100]] 110
|
| | | 711 51 711 7 1100 [[36,100]] 110
|
| | | 712 51 712 7 1200 [[36,100]] 110
|
| | | 713 51 713 7 1300 [[36,100]] 110
|
| | | 714 51 714 7 1400 [[36,100]] 110
|
| | | 715 51 715 7 1500 [[36,100]] 110
|
| | | 716 51 716 7 1600 [[36,100]] 110
|
| | | 717 51 717 7 1700 [[36,100]] 110
|
| | | 718 51 718 7 1800 [[36,100]] 110
|
| | | 719 51 719 7 1900 [[36,100]] 110
|
| | | 720 51 720 7 2000 [[36,100]] 110
|
| | | 721 51 721 7 2100 [[36,100]] 110
|
| | | 722 51 722 7 2200 [[36,100]] 110
|
| | | 723 51 723 7 2300 [[36,100]] 110
|
| | | 724 51 724 7 2400 [[36,100]] 110
|
| | | 725 51 725 7 2500 [[36,100]] 110
|
| | | 726 51 726 7 2600 [[36,100]] 110
|
| | | 727 51 727 7 2700 [[36,100]] 110
|
| | | 728 51 728 7 2800 [[36,100]] 110
|
| | | 729 51 729 7 2900 [[36,100]] 110
|
| | | 730 51 730 7 3000 [[36,100]] 110
|
| | | 731 51 731 7 3100 [[36,100]] 110
|
| | | 732 51 732 7 3200 [[36,100]] 110
|
| | | 733 51 733 7 3300 [[36,100]] 110
|
| | | 734 51 734 7 3400 [[36,100]] 110
|
| | | 735 51 735 7 3500 [[36,100]] 110
|
| | | 801 51 801 8 1 [[36,100]] 110
|
| | | 802 51 802 8 2 [[36,100]] 110
|
| | | 803 51 803 8 3 [[36,100]] 110
|
| | | 804 51 804 8 4 [[36,100]] 110
|
| | | 805 51 805 8 5 [[36,100]] 110
|
| | | 806 51 806 8 6 [[36,100]] 110
|
| | | 807 51 807 8 7 [[36,100]] 110
|
| | | 901 51 901 9 500 [[36,100]] 120
|
| | | 902 51 902 9 1000 [[36,100]] 120
|
| | | 903 51 903 9 1500 [[36,100]] 120
|
| | | 904 51 904 9 2000 [[36,100]] 120
|
| | | 905 51 905 9 2500 [[36,100]] 120
|
| | | 906 51 906 9 3000 [[36,100]] 120
|
| | | 907 51 907 9 3500 [[36,100]] 120
|
| | | 908 51 908 9 4000 [[36,100]] 120
|
| | | 909 51 909 9 4500 [[36,100]] 120
|
| | | 910 51 910 9 5000 [[36,100]] 120
|
| | | 911 51 911 9 5500 [[36,100]] 120
|
| | | 912 51 912 9 6000 [[36,100]] 120
|
| | | 913 51 913 9 6500 [[36,100]] 120
|
| | | 914 51 914 9 7000 [[36,100]] 120
|
| | | 915 51 915 9 7500 [[36,100]] 120
|
| | | 916 51 916 9 8000 [[36,100]] 120
|
| | | 917 51 917 9 8500 [[36,100]] 120
|
| | | 918 51 918 9 9000 [[36,100]] 120
|
| | | 919 51 919 9 9500 [[36,100]] 120
|
| | | 920 51 920 9 10000 [[36,100]] 120
|
| | | 921 51 921 9 10500 [[36,100]] 120
|
| | | 922 51 922 9 11000 [[36,100]] 120
|
| | | 923 51 923 9 11500 [[36,100]] 120
|
| | | 924 51 924 9 12000 [[36,100]] 120
|
| | | 925 51 925 9 12500 [[36,100]] 120
|
| | | 926 51 926 9 13000 [[36,100]] 120
|
| | | 927 51 927 9 13500 [[36,100]] 120
|
| | | 928 51 928 9 14000 [[36,100]] 120
|
| | | 929 51 929 9 14500 [[36,100]] 120
|
| | | 930 51 930 9 15000 [[36,100]] 120
|
| | | 931 51 931 9 15500 [[36,100]] 120
|
| | | 932 51 932 9 16000 [[36,100]] 120
|
| | | 933 51 933 9 16500 [[36,100]] 120
|
| | | 934 51 934 9 17000 [[36,100]] 120
|
| | | 935 51 935 9 17500 [[36,100]] 120
|
| | | 936 51 936 9 18000 [[36,100]] 120
|
| | | 937 51 937 9 18500 [[36,100]] 120
|
| | | 938 51 938 9 19000 [[36,100]] 120
|
| | | 939 51 939 9 19500 [[36,100]] 120
|
| | | 940 51 940 9 20000 [[36,100]] 120
|
| | | 1001 51 1001 10 50 [[36,100]] 41
|
| | | 1002 51 1002 10 100 [[36,100]] 41
|
| | | 1003 51 1003 10 150 [[36,100]] 41
|
| | | 1004 51 1004 10 200 [[36,100]] 41
|
| | | 1005 51 1005 10 250 [[36,100]] 41
|
| | | 1006 51 1006 10 300 [[36,100]] 41
|
| | | 1007 51 1007 10 350 [[36,100]] 41
|
| | | 1008 51 1008 10 400 [[36,100]] 41
|
| | | 1009 51 1009 10 450 [[36,100]] 41
|
| | | 1010 51 1010 10 500 [[36,100]] 41
|
| | | 1011 51 1011 10 550 [[36,100]] 41
|
| | | 1012 51 1012 10 600 [[36,100]] 41
|
| | | 1013 51 1013 10 650 [[36,100]] 41
|
| | | 1014 51 1014 10 700 [[36,100]] 41
|
| | | 1015 51 1015 10 750 [[36,100]] 41
|
| | | 1016 51 1016 10 800 [[36,100]] 41
|
| | | 1017 51 1017 10 850 [[36,100]] 41
|
| | | 1018 51 1018 10 900 [[36,100]] 41
|
| | | 1019 51 1019 10 950 [[36,100]] 41
|
| | | 1020 51 1020 10 1000 [[36,100]] 41
|
| | | 1021 51 1021 10 1050 [[36,100]] 41
|
| | | 1022 51 1022 10 1100 [[36,100]] 41
|
| | | 1023 51 1023 10 1150 [[36,100]] 41
|
| | | 1024 51 1024 10 1200 [[36,100]] 41
|
| | | 1025 51 1025 10 1250 [[36,100]] 41
|
| | | 1026 51 1026 10 1300 [[36,100]] 41
|
| | | 1101 51 1101 11 20 [[36,100]] 41
|
| | | 1102 51 1102 11 40 [[36,100]] 41
|
| | | 1103 51 1103 11 60 [[36,100]] 41
|
| | | 1104 51 1104 11 80 [[36,100]] 41
|
| | | 1105 51 1105 11 100 [[36,100]] 41
|
| | | 1106 51 1106 11 120 [[36,100]] 41
|
| | | 1107 51 1107 11 140 [[36,100]] 41
|
| | | 1108 51 1108 11 160 [[36,100]] 41
|
| | | 1109 51 1109 11 180 [[36,100]] 41
|
| | | 1110 51 1110 11 200 [[36,100]] 41
|
| | | 1111 51 1111 11 220 [[36,100]] 41
|
| | | 1112 51 1112 11 240 [[36,100]] 41
|
| | | 1113 51 1113 11 260 [[36,100]] 41
|
| | | 1114 51 1114 11 280 [[36,100]] 41
|
| | | 1115 51 1115 11 300 [[36,100]] 41
|
| | | 1116 51 1116 11 320 [[36,100]] 41
|
| | | 1117 51 1117 11 340 [[36,100]] 41
|
| | | 1118 51 1118 11 360 [[36,100]] 41
|
| | | 1119 51 1119 11 380 [[36,100]] 41
|
| | | 1120 51 1120 11 400 [[36,100]] 41
|
| | | 1121 51 1121 11 420 [[36,100]] 41
|
| | | 1122 51 1122 11 440 [[36,100]] 41
|
| | | 1123 51 1123 11 460 [[36,100]] 41
|
| | | 1124 51 1124 11 480 [[36,100]] 41
|
| | | 1125 51 1125 11 500 [[36,100]] 41
|
| | | 1126 51 1126 11 520 [[36,100]] 41
|
| | | 1127 51 1127 11 540 [[36,100]] 41
|
| | | 1128 51 1128 11 560 [[36,100]] 41
|
| | | 1129 51 1129 11 580 [[36,100]] 41
|
| | | 1130 51 1130 11 600 [[36,100]] 41
|
| | | 1131 51 1131 11 620 [[36,100]] 41
|
| | | 1132 51 1132 11 640 [[36,100]] 41
|
| | | 1133 51 1133 11 660 [[36,100]] 41
|
| | | 1134 51 1134 11 680 [[36,100]] 41
|
| | | 1135 51 1135 11 700 [[36,100]] 41
|
| | | 1136 51 1136 11 720 [[36,100]] 41
|
| | | 1137 51 1137 11 740 [[36,100]] 41
|
| | | 1138 51 1138 11 760 [[36,100]] 41
|
| | | 1139 51 1139 11 780 [[36,100]] 41
|
| | | 1140 51 1140 11 800 [[36,100]] 41
|
| | | 1141 51 1141 11 820 [[36,100]] 41
|
| | | 1201 51 1201 12 5 [[36,100]] 41
|
| | | 1202 51 1202 12 10 [[36,100]] 41
|
| | | 1203 51 1203 12 15 [[36,100]] 41
|
| | | 1204 51 1204 12 20 [[36,100]] 41
|
| | | 1205 51 1205 12 25 [[36,100]] 41
|
| | | 1206 51 1206 12 30 [[36,100]] 41
|
| | | 1207 51 1207 12 35 [[36,100]] 41
|
| | | 1208 51 1208 12 40 [[36,100]] 41
|
| | | 1209 51 1209 12 45 [[36,100]] 41
|
| | | 1210 51 1210 12 50 [[36,100]] 41
|
| | | 1211 51 1211 12 55 [[36,100]] 41
|
| | | 1212 51 1212 12 60 [[36,100]] 41
|
| | | 1213 51 1213 12 65 [[36,100]] 41
|
| | | 1214 51 1214 12 70 [[36,100]] 41
|
| | | 1215 51 1215 12 75 [[36,100]] 41
|
| | | 1216 51 1216 12 80 [[36,100]] 41
|
| | | 1217 51 1217 12 85 [[36,100]] 41
|
| | | 1218 51 1218 12 90 [[36,100]] 41
|
| | | 1219 51 1219 12 95 [[36,100]] 41
|
| | | 1220 51 1220 12 100 [[36,100]] 41
|
| | | 1221 51 1221 12 105 [[36,100]] 41
|
| | | 1222 51 1222 12 110 [[36,100]] 41
|
| | | 1223 51 1223 12 115 [[36,100]] 41
|
| | | 1224 51 1224 12 120 [[36,100]] 41
|
| | | 1225 51 1225 12 125 [[36,100]] 41
|
| | | 1226 51 1226 12 130 [[36,100]] 41
|
| | | 1301 51 1301 13 5 [[36,100]] 41
|
| | | 1302 51 1302 13 10 [[36,100]] 41
|
| | | 1303 51 1303 13 15 [[36,100]] 41
|
| | | 1304 51 1304 13 20 [[36,100]] 41
|
| | | 1305 51 1305 13 25 [[36,100]] 41
|
| | | 1306 51 1306 13 30 [[36,100]] 41
|
| | | 1307 51 1307 13 35 [[36,100]] 41
|
| | | 1308 51 1308 13 40 [[36,100]] 41
|
| | | 1309 51 1309 13 45 [[36,100]] 41
|
| | | 1310 51 1310 13 50 [[36,100]] 41
|
| | | 1311 51 1311 13 55 [[36,100]] 41
|
| | | 1312 51 1312 13 60 [[36,100]] 41
|
| | | 1313 51 1313 13 65 [[36,100]] 41
|
| | | 1314 51 1314 13 70 [[36,100]] 41
|
| | | 1401 51 1401 14 3 [[36,100]] 41
|
| | | 1402 51 1402 14 6 [[36,100]] 41
|
| | | 1403 51 1403 14 9 [[36,100]] 41
|
| | | 1404 51 1404 14 12 [[36,100]] 41
|
| | | 1405 51 1405 14 15 [[36,100]] 41
|
| | | 1406 51 1406 14 18 [[36,100]] 41
|
| | | 1407 51 1407 14 21 [[36,100]] 41
|
| | | 1408 51 1408 14 24 [[36,100]] 41
|
| | | 1409 51 1409 14 27 [[36,100]] 41
|
| | | 1410 51 1410 14 30 [[36,100]] 41
|
| | | 1411 51 1411 14 33 [[36,100]] 41
|
| | | 1412 51 1412 14 36 [[36,100]] 41
|
| | | 1413 51 1413 14 39 [[36,100]] 41
|
| | | 1414 51 1414 14 42 [[36,100]] 41
|
| | | 1501 51 1501 15 1 [[36,100]] 41
|
| | | 1502 51 1502 15 2 [[36,100]] 41
|
| | | 1503 51 1503 15 3 [[36,100]] 41
|
| | | 1504 51 1504 15 4 [[36,100]] 41
|
| | | 1505 51 1505 15 5 [[36,100]] 41
|
| | | 1506 51 1506 15 6 [[36,100]] 41
|
| | | 1507 51 1507 15 7 [[36,100]] 41
|
| | | 1508 51 1508 15 8 [[36,100]] 41
|
| | | 1509 51 1509 15 9 [[36,100]] 41
|
| | | 1510 51 1510 15 10 [[36,100]] 41
|
| | | 1511 51 1511 15 11 [[36,100]] 41
|
| | | 1512 51 1512 15 12 [[36,100]] 41
|
| | | 1513 51 1513 15 13 [[36,100]] 41
|
| | | 1514 51 1514 15 14 [[36,100]] 41
|
| | |
| | | 6 1 648 5 [[5,50],[10,50]]
|
| | | 7 1 1000 6 [[1036,1]]
|
| | | 8 1 2000 7 [[1036,1],[9,50]]
|
| | | 101 2 6 0 [[4,10],[4,10]]
|
| | | 102 2 30 1 [[3,120],[3,120]]
|
| | | 103 2 68 2 [[3,200],[3,200],[4504,1]]
|
| | | 104 2 198 3 [[8,300],[8,300]]
|
| | | 105 2 328 4 [[8,300],[8,300]]
|
| | | 101 2 6 0 [[3,100]]
|
| | | 102 2 30 1 [[3,120],[4,20]]
|
| | | 103 2 68 2 [[3,200],[4,40],[4504,1]]
|
| | | 104 2 198 3 [[8,300],[20,30]]
|
| | | 105 2 328 4 [[8,300],[20,30]]
|
| | | 106 2 648 5 [[5,100],[10,100],[4800,1]]
|
| | | 107 2 1000 6 [[1036,1],[20,100]]
|
| | | 108 2 2000 7 [[1036,1],[9,100]]
|
| | | 109 2 3000 8 [[1036,1],[1005,2],[3501,1]]
|
| | | 110 2 5000 9 [[1036,1],[9,200],[20,400]]
|
| | | 107 2 1000 6 [[1038,1],[20,100]]
|
| | | 108 2 2000 7 [[1038,1],[9,100]]
|
| | | 109 2 3000 8 [[1038,1],[1036,1],[1037,25],[5,200]]
|
| | | 110 2 4000 9 [[1038,1],[1036,1],[1037,25],[20,200]]
|
| | | 111 2 5000 10 [[1038,1],[1036,1],[1037,50],[20,400]]
|
| | | 112 2 7000 11 [[1038,1],[1036,1],[9,200],[1037,50]]
|
| | | 113 2 10000 12 [[1038,1],[1036,1],[9,300],[1037,100]]
|
| | |
| | | 23004 五一突破锐进礼包 0 3 0 0 0 0 0 0 [[1,1360],[8,680],[10,20]] 0 0 1494
|
| | | 23005 五一突破尊享礼包 0 3 0 0 0 0 0 0 [[1,3960],[8,1800],[10,50]] 0 0 1361
|
| | | 23006 五一抽奖初启礼包 1 0 3 0 0 0 0 0 0 [[1,600],[5,10],[20,10]] 0 0 1800
|
| | | 23007 五一抽奖锐进礼包 1 0 3 0 0 0 0 0 0 [[1,1360],[5,20],[20,20]] 0 0 1611
|
| | | 23008 五一抽奖尊享礼包 2 0 3 0 0 0 0 0 0 [[1,3960],[5,50],[20,50]] 0 0 1412
|
| | | 23007 五一抽奖锐进礼包 0 3 0 0 0 0 0 0 [[1,1360],[5,20],[20,20]] 0 0 1611
|
| | | 23008 五一抽奖尊享礼包 0 3 0 0 0 0 0 0 [[1,3960],[5,50],[20,50]] 0 0 1412
|
| | | 23009 五一抽奖尊享礼包 2 0 3 0 0 0 0 0 0 [[1,6560],[5,80],[20,80]] 0 0 1370
|
| | | 23010 五一抽奖尊享礼包 2 0 3 0 0 0 0 0 0 [[1,12960],[5,150],[20,150]] 0 0 1311
|
| | | 23010 五一抽奖尊享礼包 2 0 3 0 0 0 0 0 0 [[1,12960],[5,150],[20,150],[9,30]] 0 0 1311
|
| | |
| | | 1124 Spine\HeroDebut 1 tex_eft_wjdc_luxun_pailian_01_SkeletonData
|
| | | 1125 Spine\HeroDebut 1 tex_eft_wjdc_machao_pailian_01_SkeletonData
|
| | | 1126 Spine\Common 1 tex_jierihuodong_rukou_SkeletonData
|
| | | 1127 Spine\Common 1 tex_jierihuodong_qiandao_down_SkeletonData |
| | | 1128 Spine\Common 1 tex_jierihuodong_qiandao_up_SkeletonData |
| | | 1129 Spine\Common 1 tex_jierihuodong_qiandao_down_02_SkeletonData |
| | | 90001 Spine\Title 1 Title_HSQJ_1_SkeletonData
|
| | | 90002 Spine\Title 1 Title_HSQJ_2_SkeletonData
|
| | | 90003 Spine\Title 1 Title_HSQJ_3_SkeletonData
|
| | |
| | | int string int int int int int int int[] int[] int[] string int[] int string string int int
|
| | | SkinID Name ExpireMinutes UnlockWay UnlockValue UnlockNeedCnt UpNeedCnt StarMax AttrIDList InitAttrValueList AttrPerStarAddList Spine Poses heroFirst getWay Icon showType sortOrder
|
| | | 外观ID 名称 时效分钟 解锁方式 解锁方式值 解锁所需数 升星所需数 最高星级 属性ID列表 初始属性值列表 每星加成值列表 坐骑模型 XY偏移量 骑乘时武将是否前置 获取途径 坐骑图标 展示类型 排序优先级
|
| | | 4 战马 0 3 0 0 zhanche_1_SkeletonData [50,-50] 0 HorseIcon_ZhanMa 2 1
|
| | | 5 忽雷驳 0 3 1 0 xixue_hanxuema_01_SkeletonData [50,-50] 0 HorseIcon_HuLeiBoMa 2 2
|
| | | 6 乌骓 0 3 2 0 lianji_wuzhuima_01_SkeletonData [50,-50] 0 HorseIcon_WuZhuiMa 2 3
|
| | | 7 绝影 0 3 3 0 lianji_jueyingma_01_SkeletonData [50,-50] 0 HorseIcon_JueYingMa 2 4
|
| | | 8 翻羽 0 3 4 0 zhanche_3_SkeletonData [50,-50] 0 HorseIcon_FanYuMa 2 5
|
| | | 9 拳毛騧 0 3 5 0 zhanche_2_SkeletonData [50,-50] 0 HorseIcon_QuanMaoGuoMa 2 6
|
| | | 10 汗血 0 3 6 0 jiyun_huleiboma_01_SkeletonData [50,-50] 0 HorseIcon_HanXueMa 2 7
|
| | | 999 皇帝的新坐骑 0 1 0 1 1
|
| | | 101 鎏金御龙驾 0 2 3500 1 1 5 [36] 100 100 longjia_SkeletonData [0,-10] 0 1 2
|
| | | 102 虹璃云鲸 0 2 3501 1 1 5 [34] 200 100 jingyu_SkeletonData [0,-10] 0 1 3
|
| | | int string int int int int int int int[] int[] int[] string int[] int string string int int int
|
| | | SkinID Name ExpireMinutes UnlockWay UnlockValue UnlockNeedCnt UpNeedCnt StarMax AttrIDList InitAttrValueList AttrPerStarAddList Spine Poses heroFirst getWay Icon showType sortOrder pmaVertexColorsOpen
|
| | | 外观ID 名称 时效分钟 解锁方式 解锁方式值 解锁所需数 升星所需数 最高星级 属性ID列表 初始属性值列表 每星加成值列表 坐骑模型 XY偏移量 骑乘时武将是否前置 获取途径 坐骑图标 展示类型 排序优先级 是否开启pma
|
| | | 4 战马 0 3 0 0 zhanche_1_SkeletonData [50,-50] 0 HorseIcon_ZhanMa 2 1 1
|
| | | 5 忽雷驳 0 3 1 0 xixue_hanxuema_01_SkeletonData [50,-50] 0 HorseIcon_HuLeiBoMa 2 2 1
|
| | | 6 乌骓 0 3 2 0 lianji_wuzhuima_01_SkeletonData [50,-50] 0 HorseIcon_WuZhuiMa 2 3 1
|
| | | 7 绝影 0 3 3 0 lianji_jueyingma_01_SkeletonData [50,-50] 0 HorseIcon_JueYingMa 2 4 1
|
| | | 8 翻羽 0 3 4 0 zhanche_3_SkeletonData [50,-50] 0 HorseIcon_FanYuMa 2 5 1
|
| | | 9 拳毛騧 0 3 5 0 zhanche_2_SkeletonData [50,-50] 0 HorseIcon_QuanMaoGuoMa 2 6 1
|
| | | 10 汗血 0 3 6 0 jiyun_huleiboma_01_SkeletonData [50,-50] 0 HorseIcon_HanXueMa 2 7 1
|
| | | 999 皇帝的新坐骑 0 1 0 1 1 1
|
| | | 101 鎏金御龙驾 0 2 3500 1 1 5 [36] 200 100 longjia_SkeletonData [0,-10] 1 1 2 0
|
| | | 102 虹璃云鲸 0 2 3501 1 1 5 [36] 200 100 jingyu_SkeletonData [0,-10] 1 1 3 0
|
| | |
| | | 33 1 问鼎令 65 0 2000000000 1 0 0 0 264 1 56 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4 0 0 0 0 0 TB_WP_WDL 可在群英榜与其他主公进行挑战、速战。 0 0 1029
|
| | | 34 1 群英榜积分 65 0 2000000000 1 0 0 0 264 1 57 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4 0 0 0 0 0 TB_WP_QYBJF 在群英榜中,获得的积分。 0 0 1029
|
| | | 35 1 时装碎片 65 0 2000000000 1 0 0 0 264 1 58 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4 0 0 0 0 0 TB_WP_SZSP 可在时装商店兑换武将时装! 0 0 1029
|
| | | 36 1 轻暑印章 65 0 2000000000 1 0 0 0 277 1 1 20 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4 0 0 0 0 0 TB_WP_QSYZ 轻暑行活动获得,可用于轻暑行活动的远行小铺兑换道具 0 0 1029
|
| | | 36 1 轻暑印章 15 0 2000000000 1 0 0 0 277 1 1 20 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4 0 0 0 0 0 TB_WP_QSYZ 轻暑行活动获得,可用于轻暑行活动的远行小铺兑换道具 0 0 1029
|
| | | 100 1 战锤 15 0 2000000000 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4 0 0 0 0 0 TB_WP_ZC 蕴含力量的战锤,在释放技能时消耗 0 0 1029
|
| | | 101 1 将星玉髓 15 0 2000000000 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 4 0 0 0 0 0 TB_WP_JXYS 装备分解获得,可用于祝福品质升级 0 0 1029
|
| | | 102 1 元宝 15 0 2000000000 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 5 0 0 0 0 0 TB_WP_JB 闪闪发光的元宝,是世界通用的货币,可以在商店中购买物品。 0 0 1030
|
| | |
| | | FestivalActivityGiftTitle 随行补给
|
| | | FestivalActivityGiftInfo 随行礼包超值购
|
| | | FestivalActivityMissionScore 轻暑积分:{0}
|
| | | ActTaskType1 消耗战锤{0}次
|
| | | ActTaskType2 坐骑升级次数{0}次
|
| | | ActTaskType3 演武挑战次数{0}次
|
| | | ActTaskType4 武将招募次数{0}次
|
| | | ActTaskType5 白骨次数{0}次
|
| | | ActTaskType6 天子次数{0}次
|
| | | ActTaskType7 公会讨伐累计领取箱子数{0}
|
| | | ActTaskType8 公会砍价次数{0}次
|
| | | ActTaskType1 消耗战锤达{0}个
|
| | | ActTaskType2 坐骑升级达{0}次
|
| | | ActTaskType3 演武挑战达{0}次
|
| | | ActTaskType4 武将招募达{0}次
|
| | | ActTaskType5 白骨挑战达{0}次
|
| | | ActTaskType6 天子挑战达{0}次
|
| | | ActTaskType7 公会讨伐领取箱子数{0}
|
| | | ActTaskType8 公会砍价达{0}次
|
| | | ActTaskType9 累计消耗元宝数{0}
|
| | | ActTaskType10 淘金次数{0}次
|
| | | ActTaskType11 命格推演次数{0}次
|
| | | ActTaskType12 古宝抽取次数{0}次
|
| | | ActTaskType10 淘金次数达{0}次
|
| | | ActTaskType11 命格推演达{0}次
|
| | | ActTaskType12 古宝抽取达{0}次
|
| | | ActTaskType13 游历领取1格景观{0}次
|
| | | ActTaskType14 游历领取4格景观{0}次
|
| | | ActTaskType15 游历领取6格景观{0}次
|
| | |
| | | 2060 cw.51lb.6 xssg 30 23006 30 us.djyuan.099 us.djyuan.099
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| | | 2061 cw.51lb.7 xssg 68 23007 68 us.djyuan.099 us.djyuan.099
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| | | 2062 cw.51lb.8 xssg 198 23008 198 us.djyuan.099 us.djyuan.099
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| | | 2063 cw.51lb.9 xssg 98 23009 98 us.djyuan.099 us.djyuan.099
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| | | 2064 cw.51lb.10 xssg 328 23010 328 us.djyuan.099 us.djyuan.099
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| | | 2063 cw.51lb.9 xssg 328 23009 98 us.djyuan.099 us.djyuan.099
|
| | | 2064 cw.51lb.10 xssg 648 23010 328 us.djyuan.099 us.djyuan.099
|
| | | 10001 cw.sc.1 test 6 11 6 us.djyuan.099 us.djyuan.099
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| | | 10002 cw.sc.2 test 18 12 18 us.djyuan.099 us.djyuan.099
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| | | 10003 cw.sc.3 test 30 13 30 us.djyuan.099 us.djyuan.099
|
| | |
| | | 12060 cw.51lb.6 test 30 23006 30 us.djyuan.099 us.djyuan.099
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| | | 12061 cw.51lb.7 test 68 23007 68 us.djyuan.099 us.djyuan.099
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| | | 12062 cw.51lb.8 test 198 23008 198 us.djyuan.099 us.djyuan.099
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| | | 12063 cw.51lb.9 test 98 23009 98 us.djyuan.099 us.djyuan.099
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| | | 12064 cw.51lb.10 test 328 23010 328 us.djyuan.099 us.djyuan.099
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| | | 12063 cw.51lb.9 test 328 23009 98 us.djyuan.099 us.djyuan.099
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| | | 12064 cw.51lb.10 test 648 23010 328 us.djyuan.099 us.djyuan.099
|
| | | 20001 cw.sc.1 ryzj 6 11 6 us.djyuan.099 us.djyuan.099
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| | | 20002 cw.sc.2 ryzj 18 12 18 us.djyuan.099 us.djyuan.099
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| | | 20003 cw.sc.3 ryzj 30 13 30 us.djyuan.099 us.djyuan.099
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| | |
| | | 22060 cw.51lb.6 ryzj 30 23006 30 us.djyuan.099 us.djyuan.099
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| | | 22061 cw.51lb.7 ryzj 68 23007 68 us.djyuan.099 us.djyuan.099
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| | | 22062 cw.51lb.8 ryzj 198 23008 198 us.djyuan.099 us.djyuan.099
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| | | 22063 cw.51lb.9 ryzj 98 23009 98 us.djyuan.099 us.djyuan.099
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| | | 22064 cw.51lb.10 ryzj 328 23010 328 us.djyuan.099 us.djyuan.099
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| | | 22063 cw.51lb.9 ryzj 328 23009 98 us.djyuan.099 us.djyuan.099
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| | | 22064 cw.51lb.10 ryzj 648 23010 328 us.djyuan.099 us.djyuan.099
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| | | 30001 cw.sc.1 sghy 6 11 6 us.djyuan.099 us.djyuan.099
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| | | 30002 cw.sc.2 sghy 18 12 18 us.djyuan.099 us.djyuan.099
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| | | 30003 cw.sc.3 sghy 30 13 30 us.djyuan.099 us.djyuan.099
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| | |
| | | 32060 cw.51lb.6 sghy 30 23006 30 us.djyuan.099 us.djyuan.099
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| | | 32061 cw.51lb.7 sghy 68 23007 68 us.djyuan.099 us.djyuan.099
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| | | 32062 cw.51lb.8 sghy 198 23008 198 us.djyuan.099 us.djyuan.099
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| | | 32063 cw.51lb.9 sghy 98 23009 98 us.djyuan.099 us.djyuan.099
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| | | 32064 cw.51lb.10 sghy 328 23010 328 us.djyuan.099 us.djyuan.099
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| | | 32063 cw.51lb.9 sghy 328 23009 98 us.djyuan.099 us.djyuan.099
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| | | 32064 cw.51lb.10 sghy 648 23010 328 us.djyuan.099 us.djyuan.099
|
| | |
| | | 7000 23 1 3 10 [] 1 1 0 1 0 0 0 0 0
|
| | | 7001 24 1 3 10 [] 1 1 0 1 0 0 0 0 0
|
| | | 7002 25 1 3 20 [] 1 1 0 0 0 0 0 0 0 五一免费福利
|
| | | 7003 25 1 0 0 [[5,1],[20,1]] 0 10 0 1 280 480 0 0 0 五一元宝礼包
|
| | | 7003 25 1 0 0 [[5,1],[20,1]] 1 10 0 1 280 480 0 0 0 五一元宝礼包
|
| | | 7010 26 1 9 1 [] 0 20 36 0 800 0 0 0 0
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| | | 7007 26 1 10 1 [] 1 40 36 0 150 0 0 0 0 |
| | | 7007 26 1 10 1 [] 0 40 36 0 150 0 0 0 0 |
| | | 7004 26 1 8 10 [] 0 20 36 0 180 0 0 0 0
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| | | 7005 26 1 13 2 [] 0 10 36 0 300 0 0 0 0 |
| | | 7005 26 1 13 2 [] 0 9 36 0 300 0 0 0 0 |
| | | 7006 26 2 20 1 [] 0 20 36 0 100 0 0 0 0
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| | | 7008 26 2 5 1 [] 0 19 36 0 100 0 0 0 0
|
| | | 7009 26 3 3 10 [] 0 50 36 0 40 0 0 0 0
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