| | |
| | | HeroWash 10 [20,40,60,100,150,230] 5
|
| | | HeroRebirth 1 2
|
| | | HeroAttrFormula (lvValue+equipValue+bookValue)*(1+lineupHaloPer+bookPer+lineupInitAddPer+lineupLVAddPer+lineupBreakLVAddPer+lineupStarAddPer)*(inheritPer+fetterPer+starTalentPer+breakLVPer+awakeTalentPer)+heroSelfValue (lvValue+equipValue+bookValue)+(heroSelfValue+lineupHaloValue+starTalentValue+breakLVValue+awakeTalentValue)+fetterValue int(Atk*AtkRatio+MaxHP*MaxHPRatio+Def*DefRatio+(StunRate*StunRateRatio+SuperHitRate*SuperHitRateRatio+ComboRate*ComboRateRatio+MissRate*MissRateRatio+ParryRate*ParryRateRatio+SuckHPPer*SuckHPPerRatio+StunRateDef*StunRateDefRatio+SuperHitRateDef*SuperHitRateDefRatio+ComboRateDef*ComboRateDefRatio+MissRateDef*MissRateDefRatio+ParryRateDef*ParryRateDefRatio+SuckHPPerDef*SuckHPPerDefRatio+FinalDamPer*FinalDamPerRatio+FinalDamPerDef*FinalDamPerDefRatio+PhyDamPer*PhyDamPerRatio+PhyDamPerDef*PhyDamPerDefRatio+MagDamPer*MagDamPerRatio+MagDamPerDef*MagDamPerDefRatio+NormalSkillPer*NormalSkillPerRatio+NormalSkillPerDef*NormalSkillPerDefRatio+AngerSkillPer*AngerSkillPerRatio+AngerSkillPerDef*AngerSkillPerDefRatio+SuperDamPer*SuperDamPerRatio+SuperDamPerDef*SuperDamPerDefRatio+CurePer*CurePerRatio+CurePerDef*CurePerDefRatio+ShieldPer*ShieldPerRatio+ShieldPerDef*ShieldPerDefRatio+DOTPer*DOTPerRatio+DOTPerDef*DOTPerDefRatio+WeiFinalDamPer*WeiFinalDamPerRatio+WeiFinalDamPerDef*WeiFinalDamPerDefRatio+ShuFinalDamPer*ShuFinalDamPerRatio+ShuFinalDamPerDef*ShuFinalDamPerDefRatio+WuFinalDamPer*WuFinalDamPerRatio+WuFinalDamPerDef*WuFinalDamPerDefRatio+QunFinalDamPer*QunFinalDamPerRatio+QunFinalDamPerDef*QunFinalDamPerDefRatio)/100.0) SkillPower*OfficialLV
|
| | | HeroBook [1,100] |
| | | DownReward [(20,500,1),(2,1,1),(911,1,1)] 20 [[150,50,0],[181,10,0],[4151,10,0],[3,1,0]] 1 1
|
| | | DailyPackBuyGift {"0":[[20,10,0]], "1":[[2222,1,0],[1099,1,0],[20,100,0]], "2":[[2222,1,0],[4694,1,0],[20,50,0]], "3":[[2222,3,0],[1099,3,0],[20,150,0]]} {"1":[146], "2":[147], "3":[148]} [149] 10
|
| | | PlayerMaxLV 1000 -1 0 0 0
|
| | | ZhanchuiCost 1 1
|
| | | Mainline 10 15 20
|
| | | MainEquipDrop {0:[[5000,0], [10000,1]], 1:[[8000,1], [10000,2]], 2:[[5000,1], [8000,2], [10000,3]]} 42|30 [-3, 2] int(round(itemLV*attrStep*attrProportion*randfloat(0.9,1.1)))
|
| | | MainBootyDrop {30:5, 6:10, 5:11, 1:12} {30:[100, 300], 6:[0, 1], 5:[0, 1], 1:[1, 10]} |
| | | MainBootyDrop {7:5, 8:10,6:15, 5:50, 1:20} {7:[50, 100], 8:[0, 5], 6:[0, 2], 5:[0, 1], 1:[5, 10]} |
| | | TreeLVUP 42 4|300 5 120 30
|
| | | AngerXP 50 100 50 5
|
| | | MissCfg int(min((dMissRate-aMissRateDef)*pow(0.7,missNum), 8000))
|
| | |
| | | ChapterID DailyBootyUpperList
|
| | | 1 [[30,50000]]
|
| | | 2 [[30,60000], [6,10]]
|
| | | 3 [[30,70000], [6,12], [5,10]]
|
| | | 4 [[30,80000], [6,17], [5,12], [1,100]]
|
| | | 5 [[30,100000], [6,20], [5,15], [1,150]]
|
| | | 6 [[30,200000], [6,25], [5,20], [1,200]]
|
| | | 7 [[30,200000], [6,25], [5,20], [1,201]]
|
| | | 8 [[30,200000], [6,25], [5,20], [1,202]]
|
| | | 9 [[30,200000], [6,25], [5,20], [1,203]]
|
| | | 10 [[30,200000], [6,25], [5,20], [1,204]]
|
| | | 11 [[30,200000], [6,25], [5,20], [1,205]]
|
| | | 12 [[30,200000], [6,25], [5,20], [1,206]]
|
| | | 13 [[30,200000], [6,25], [5,20], [1,207]]
|
| | | 14 [[30,200000], [6,25], [5,20], [1,208]]
|
| | | 15 [[30,200000], [6,25], [5,20], [1,209]]
|
| | | 16 [[30,200000], [6,25], [5,20], [1,210]]
|
| | | 17 [[30,200000], [6,25], [5,20], [1,211]]
|
| | | 18 [[30,200000], [6,25], [5,20], [1,212]]
|
| | | 19 [[30,200000], [6,25], [5,20], [1,213]]
|
| | | 20 [[30,200000], [6,25], [5,20], [1,214]]
|
| | | 21 [[30,200000], [6,25], [5,20], [1,215]]
|
| | | 22 [[30,200000], [6,25], [5,20], [1,216]]
|
| | | 23 [[30,200000], [6,25], [5,20], [1,217]]
|
| | | 24 [[30,200000], [6,25], [5,20], [1,218]]
|
| | | 25 [[30,200000], [6,25], [5,20], [1,219]]
|
| | | 26 [[30,200000], [6,25], [5,20], [1,220]]
|
| | | 27 [[30,200000], [6,25], [5,20], [1,221]]
|
| | | 28 [[30,200000], [6,25], [5,20], [1,222]]
|
| | | 29 [[30,200000], [6,25], [5,20], [1,223]]
|
| | | 30 [[30,200000], [6,25], [5,20], [1,224]]
|
| | | 31 [[30,200000], [6,25], [5,20], [1,225]]
|
| | | 32 [[30,200000], [6,25], [5,20], [1,226]]
|
| | | 33 [[30,200000], [6,25], [5,20], [1,227]]
|
| | | 34 [[30,200000], [6,25], [5,20], [1,228]]
|
| | | 35 [[30,200000], [6,25], [5,20], [1,229]]
|
| | | 36 [[30,200000], [6,25], [5,20], [1,230]]
|
| | | 37 [[30,200000], [6,25], [5,20], [1,231]]
|
| | | 38 [[30,200000], [6,25], [5,20], [1,232]]
|
| | | 39 [[30,200000], [6,25], [5,20], [1,233]]
|
| | | 40 [[30,200000], [6,25], [5,20], [1,234]]
|
| | | 41 [[30,200000], [6,25], [5,20], [1,235]]
|
| | | 42 [[30,200000], [6,25], [5,20], [1,236]]
|
| | | 43 [[30,200000], [6,25], [5,20], [1,237]]
|
| | | 44 [[30,200000], [6,25], [5,20], [1,238]]
|
| | | 45 [[30,200000], [6,25], [5,20], [1,239]]
|
| | | 46 [[30,200000], [6,25], [5,20], [1,240]]
|
| | | 47 [[30,200000], [6,25], [5,20], [1,241]]
|
| | | 48 [[30,200000], [6,25], [5,20], [1,242]]
|
| | | 49 [[30,200000], [6,25], [5,20], [1,243]]
|
| | | 50 [[30,200000], [6,25], [5,20], [1,244]]
|
| | | 51 [[30,200000], [6,25], [5,20], [1,245]]
|
| | | 52 [[30,200000], [6,25], [5,20], [1,246]]
|
| | | 53 [[30,200000], [6,25], [5,20], [1,247]]
|
| | | 54 [[30,200000], [6,25], [5,20], [1,248]]
|
| | | 55 [[30,200000], [6,25], [5,20], [1,249]]
|
| | | 56 [[30,200000], [6,25], [5,20], [1,250]]
|
| | | 57 [[30,200000], [6,25], [5,20], [1,251]]
|
| | | 58 [[30,200000], [6,25], [5,20], [1,252]]
|
| | | 59 [[30,200000], [6,25], [5,20], [1,253]]
|
| | | 60 [[30,200000], [6,25], [5,20], [1,254]]
|
| | | 61 [[30,200000], [6,25], [5,20], [1,255]]
|
| | | 62 [[30,200000], [6,25], [5,20], [1,256]]
|
| | | 63 [[30,200000], [6,25], [5,20], [1,257]]
|
| | | 64 [[30,200000], [6,25], [5,20], [1,258]]
|
| | | 65 [[30,200000], [6,25], [5,20], [1,259]]
|
| | | 66 [[30,200000], [6,25], [5,20], [1,260]]
|
| | | 67 [[30,200000], [6,25], [5,20], [1,261]]
|
| | | 68 [[30,200000], [6,25], [5,20], [1,262]]
|
| | | 69 [[30,200000], [6,25], [5,20], [1,263]]
|
| | | 70 [[30,200000], [6,25], [5,20], [1,264]]
|
| | | 71 [[30,200000], [6,25], [5,20], [1,265]]
|
| | | 72 [[30,200000], [6,25], [5,20], [1,266]]
|
| | | 73 [[30,200000], [6,25], [5,20], [1,267]]
|
| | | 74 [[30,200000], [6,25], [5,20], [1,268]]
|
| | | 75 [[30,200000], [6,25], [5,20], [1,269]]
|
| | | 76 [[30,200000], [6,25], [5,20], [1,270]]
|
| | | 77 [[30,200000], [6,25], [5,20], [1,271]]
|
| | | 78 [[30,200000], [6,25], [5,20], [1,272]]
|
| | | 79 [[30,200000], [6,25], [5,20], [1,273]]
|
| | | 80 [[30,200000], [6,25], [5,20], [1,274]]
|
| | | 81 [[30,200000], [6,25], [5,20], [1,275]]
|
| | | 82 [[30,200000], [6,25], [5,20], [1,276]]
|
| | | 83 [[30,200000], [6,25], [5,20], [1,277]]
|
| | | 84 [[30,200000], [6,25], [5,20], [1,278]]
|
| | | 85 [[30,200000], [6,25], [5,20], [1,279]]
|
| | | 86 [[30,200000], [6,25], [5,20], [1,280]]
|
| | | 87 [[30,200000], [6,25], [5,20], [1,281]]
|
| | | 88 [[30,200000], [6,25], [5,20], [1,282]]
|
| | | 89 [[30,200000], [6,25], [5,20], [1,283]]
|
| | | 90 [[30,200000], [6,25], [5,20], [1,284]]
|
| | | 91 [[30,200000], [6,25], [5,20], [1,285]]
|
| | | 92 [[30,200000], [6,25], [5,20], [1,286]]
|
| | | 93 [[30,200000], [6,25], [5,20], [1,287]]
|
| | | 94 [[30,200000], [6,25], [5,20], [1,288]]
|
| | | 95 [[30,200000], [6,25], [5,20], [1,289]]
|
| | | 96 [[30,200000], [6,25], [5,20], [1,290]]
|
| | | 97 [[30,200000], [6,25], [5,20], [1,291]]
|
| | | 98 [[30,200000], [6,25], [5,20], [1,292]]
|
| | | 99 [[30,200000], [6,25], [5,20], [1,293]]
|
| | | 100 [[30,200000], [6,25], [5,20], [1,294]]
|
| | | 1 [[7,2000]]
|
| | | 2 [[7,2500],[8,20]]
|
| | | 3 [[7,3000],[8,20],[6,10]]
|
| | | 4 [[7,3500],[8,20],[6,10]]
|
| | | 5 [[7,4000],[8,20],[6,10]]
|
| | | 6 [[7,4000],[8,25],[6,10]]
|
| | | 7 [[7,4000],[8,25],[6,12]]
|
| | | 8 [[7,4500],[8,25],[6,12],[5,2]]
|
| | | 9 [[7,4500],[8,30],[6,12],[5,2]]
|
| | | 10 [[7,4500],[8,30],[6,12],[5,3],[1,100]]
|
| | | 11 [[7,5000],[8,30],[6,12],[5,3],[1,100]]
|
| | | 12 [[7,5000],[8,35],[6,12],[5,3],[1,100]]
|
| | | 13 [[7,5000],[8,35],[6,14],[5,3],[1,100]]
|
| | | 14 [[7,5000],[8,35],[6,14],[5,3],[1,110]]
|
| | | 15 [[7,5500],[8,35],[6,14],[5,3],[1,110]]
|
| | | 16 [[7,5500],[8,40],[6,14],[5,3],[1,110]]
|
| | | 17 [[7,5500],[8,40],[6,14],[5,4],[1,110]]
|
| | | 18 [[7,5500],[8,40],[6,14],[5,4],[1,120]]
|
| | | 19 [[7,6000],[8,40],[6,14],[5,4],[1,120]]
|
| | | 20 [[7,6000],[8,45],[6,14],[5,4],[1,120]]
|
| | | 21 [[7,6500],[8,45],[6,14],[5,4],[1,120]]
|
| | | 22 [[7,6500],[8,45],[6,14],[5,4],[1,130]]
|
| | | 23 [[7,7000],[8,45],[6,14],[5,4],[1,130]]
|
| | | 24 [[7,7000],[8,45],[6,16],[5,4],[1,130]]
|
| | | 25 [[7,7500],[8,45],[6,16],[5,4],[1,130]]
|
| | | 26 [[7,7500],[8,50],[6,16],[5,4],[1,130]]
|
| | | 27 [[7,8000],[8,50],[6,16],[5,4],[1,130]]
|
| | | 28 [[7,8000],[8,50],[6,16],[5,5],[1,130]]
|
| | | 29 [[7,8500],[8,50],[6,16],[5,5],[1,130]]
|
| | | 30 [[7,8500],[8,50],[6,16],[5,5],[1,140]]
|
| | | 31 [[7,9000],[8,50],[6,16],[5,5],[1,140]]
|
| | | 32 [[7,9000],[8,50],[6,16],[5,5],[1,150]]
|
| | | 33 [[7,9500],[8,50],[6,16],[5,5],[1,150]]
|
| | | 34 [[7,9500],[8,55],[6,16],[5,5],[1,150]]
|
| | | 35 [[7,10000],[8,55],[6,16],[5,5],[1,150]]
|
| | | 36 [[7,10000],[8,55],[6,18],[5,5],[1,150]]
|
| | | 37 [[7,10500],[8,55],[6,18],[5,5],[1,150]]
|
| | | 38 [[7,10500],[8,55],[6,18],[5,5],[1,160]]
|
| | | 39 [[7,11000],[8,55],[6,18],[5,5],[1,160]]
|
| | | 40 [[7,11000],[8,60],[6,18],[5,5],[1,160]]
|
| | | 41 [[7,11500],[8,60],[6,18],[5,5],[1,160]]
|
| | | 42 [[7,11500],[8,60],[6,18],[5,5],[1,170]]
|
| | | 43 [[7,11500],[8,65],[6,18],[5,5],[1,170]]
|
| | | 44 [[7,12000],[8,65],[6,18],[5,5],[1,170]]
|
| | | 45 [[7,12000],[8,65],[6,18],[5,5],[1,180]]
|
| | | 46 [[7,12500],[8,65],[6,18],[5,5],[1,180]]
|
| | | 47 [[7,12500],[8,65],[6,18],[5,6],[1,180]]
|
| | | 48 [[7,13000],[8,65],[6,18],[5,6],[1,180]]
|
| | | 49 [[7,13000],[8,65],[6,18],[5,6],[1,190]]
|
| | | 50 [[7,13500],[8,65],[6,18],[5,6],[1,190]]
|
| | | 51 [[7,13500],[8,65],[6,18],[5,6],[1,200]]
|
| | | 52 [[7,13500],[8,65],[6,18],[5,6],[1,200]]
|
| | | 53 [[7,14000],[8,65],[6,18],[5,6],[1,200]]
|
| | | 54 [[7,14000],[8,65],[6,18],[5,6],[1,200]]
|
| | | 55 [[7,14000],[8,65],[6,18],[5,6],[1,210]]
|
| | | 56 [[7,14000],[8,65],[6,18],[5,6],[1,210]]
|
| | | 57 [[7,14500],[8,65],[6,18],[5,6],[1,210]]
|
| | | 58 [[7,14500],[8,65],[6,18],[5,6],[1,210]]
|
| | | 59 [[7,14500],[8,70],[6,18],[5,6],[1,210]]
|
| | | 60 [[7,14500],[8,70],[6,18],[5,6],[1,210]]
|
| | | 61 [[7,15000],[8,70],[6,18],[5,6],[1,210]]
|
| | | 62 [[7,15000],[8,70],[6,18],[5,6],[1,210]]
|
| | | 63 [[7,15000],[8,70],[6,20],[5,6],[1,210]]
|
| | | 64 [[7,15000],[8,70],[6,20],[5,6],[1,210]]
|
| | | 65 [[7,15500],[8,70],[6,20],[5,6],[1,210]]
|
| | | 66 [[7,15500],[8,70],[6,20],[5,6],[1,210]]
|
| | | 67 [[7,15500],[8,70],[6,20],[5,6],[1,220]]
|
| | | 68 [[7,15500],[8,70],[6,20],[5,6],[1,220]]
|
| | | 69 [[7,16000],[8,70],[6,20],[5,6],[1,220]]
|
| | | 70 [[7,16000],[8,70],[6,20],[5,6],[1,220]]
|
| | | 71 [[7,16000],[8,70],[6,20],[5,7],[1,220]]
|
| | | 72 [[7,16000],[8,70],[6,20],[5,7],[1,220]]
|
| | | 73 [[7,16500],[8,70],[6,20],[5,7],[1,220]]
|
| | | 74 [[7,16500],[8,70],[6,20],[5,7],[1,220]]
|
| | | 75 [[7,16500],[8,75],[6,20],[5,7],[1,220]]
|
| | | 76 [[7,16500],[8,75],[6,20],[5,7],[1,220]]
|
| | | 77 [[7,17000],[8,75],[6,20],[5,7],[1,220]]
|
| | | 78 [[7,17000],[8,75],[6,20],[5,7],[1,220]]
|
| | | 79 [[7,17000],[8,75],[6,20],[5,7],[1,230]]
|
| | | 80 [[7,17000],[8,75],[6,20],[5,7],[1,230]]
|
| | | 81 [[7,17500],[8,75],[6,20],[5,7],[1,230]]
|
| | | 82 [[7,17500],[8,75],[6,20],[5,7],[1,230]]
|
| | | 83 [[7,17500],[8,80],[6,20],[5,7],[1,230]]
|
| | | 84 [[7,17500],[8,80],[6,20],[5,7],[1,230]]
|
| | | 85 [[7,18000],[8,80],[6,20],[5,7],[1,230]]
|
| | | 86 [[7,18000],[8,80],[6,20],[5,7],[1,230]]
|
| | | 87 [[7,18000],[8,80],[6,20],[5,7],[1,240]]
|
| | | 88 [[7,18000],[8,80],[6,20],[5,7],[1,240]]
|
| | | 89 [[7,18000],[8,80],[6,20],[5,7],[1,250]]
|
| | | 90 [[7,18000],[8,80],[6,20],[5,7],[1,250]]
|
| | | 91 [[7,18500],[8,80],[6,20],[5,7],[1,250]]
|
| | | 92 [[7,18500],[8,80],[6,20],[5,7],[1,250]]
|
| | | 93 [[7,18500],[8,85],[6,20],[5,7],[1,250]]
|
| | | 94 [[7,18500],[8,85],[6,20],[5,7],[1,250]]
|
| | | 95 [[7,18500],[8,85],[6,20],[5,7],[1,260]]
|
| | | 96 [[7,18500],[8,85],[6,20],[5,7],[1,260]]
|
| | | 97 [[7,19000],[8,85],[6,20],[5,7],[1,260]]
|
| | | 98 [[7,19000],[8,85],[6,20],[5,7],[1,260]]
|
| | | 99 [[7,19000],[8,85],[6,20],[5,7],[1,270]]
|
| | | 100 [[7,19000],[8,85],[6,20],[5,7],[1,270]]
|
| | |
| | | HeroWash 10 [20,40,60,100,150,230] 5
|
| | | HeroRebirth 1 2
|
| | | HeroAttrFormula (lvValue+equipValue+bookValue)*(1+lineupHaloPer+bookPer+lineupInitAddPer+lineupLVAddPer+lineupBreakLVAddPer+lineupStarAddPer)*(inheritPer+fetterPer+starTalentPer+breakLVPer+awakeTalentPer)+heroSelfValue (lvValue+equipValue+bookValue)+(heroSelfValue+lineupHaloValue+starTalentValue+breakLVValue+awakeTalentValue)+fetterValue int(Atk*AtkRatio+MaxHP*MaxHPRatio+Def*DefRatio+(StunRate*StunRateRatio+SuperHitRate*SuperHitRateRatio+ComboRate*ComboRateRatio+MissRate*MissRateRatio+ParryRate*ParryRateRatio+SuckHPPer*SuckHPPerRatio+StunRateDef*StunRateDefRatio+SuperHitRateDef*SuperHitRateDefRatio+ComboRateDef*ComboRateDefRatio+MissRateDef*MissRateDefRatio+ParryRateDef*ParryRateDefRatio+SuckHPPerDef*SuckHPPerDefRatio+FinalDamPer*FinalDamPerRatio+FinalDamPerDef*FinalDamPerDefRatio+PhyDamPer*PhyDamPerRatio+PhyDamPerDef*PhyDamPerDefRatio+MagDamPer*MagDamPerRatio+MagDamPerDef*MagDamPerDefRatio+NormalSkillPer*NormalSkillPerRatio+NormalSkillPerDef*NormalSkillPerDefRatio+AngerSkillPer*AngerSkillPerRatio+AngerSkillPerDef*AngerSkillPerDefRatio+SuperDamPer*SuperDamPerRatio+SuperDamPerDef*SuperDamPerDefRatio+CurePer*CurePerRatio+CurePerDef*CurePerDefRatio+ShieldPer*ShieldPerRatio+ShieldPerDef*ShieldPerDefRatio+DOTPer*DOTPerRatio+DOTPerDef*DOTPerDefRatio+WeiFinalDamPer*WeiFinalDamPerRatio+WeiFinalDamPerDef*WeiFinalDamPerDefRatio+ShuFinalDamPer*ShuFinalDamPerRatio+ShuFinalDamPerDef*ShuFinalDamPerDefRatio+WuFinalDamPer*WuFinalDamPerRatio+WuFinalDamPerDef*WuFinalDamPerDefRatio+QunFinalDamPer*QunFinalDamPerRatio+QunFinalDamPerDef*QunFinalDamPerDefRatio)/100.0) SkillPower*OfficialLV
|
| | | HeroBook [1,100] |
| | | DownReward [(20,500,1),(2,1,1),(911,1,1)] 20 [[150,50,0],[181,10,0],[4151,10,0],[3,1,0]] 1 1
|
| | | DailyPackBuyGift {"0":[[20,10,0]], "1":[[2222,1,0],[1099,1,0],[20,100,0]], "2":[[2222,1,0],[4694,1,0],[20,50,0]], "3":[[2222,3,0],[1099,3,0],[20,150,0]]} {"1":[146], "2":[147], "3":[148]} [149] 10
|
| | | PlayerMaxLV 1000 -1 0 0 0
|
| | | ZhanchuiCost 1 1
|
| | | Mainline 10 15 20
|
| | | MainEquipDrop {0:[[5000,0], [10000,1]], 1:[[8000,1], [10000,2]], 2:[[5000,1], [8000,2], [10000,3]]} 42|30 [-3, 2] int(round(itemLV*attrStep*attrProportion*randfloat(0.9,1.1)))
|
| | | MainBootyDrop {30:5, 6:10, 5:11, 1:12} {30:[100, 300], 6:[0, 1], 5:[0, 1], 1:[1, 10]} |
| | | MainBootyDrop {7:5, 8:10,6:15, 5:50, 1:20} {7:[50, 100], 8:[0, 5], 6:[0, 2], 5:[0, 1], 1:[5, 10]} |
| | | TreeLVUP 42 4|300 5 120 30
|
| | | AngerXP 50 100 50 5
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| | | MissCfg int(min((dMissRate-aMissRateDef)*pow(0.7,missNum), 8000))
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| | |
| | | ChapterID DailyBootyUpperList
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| | | 1 [[30,50000]]
|
| | | 2 [[30,60000], [6,10]]
|
| | | 3 [[30,70000], [6,12], [5,10]]
|
| | | 4 [[30,80000], [6,17], [5,12], [1,100]]
|
| | | 5 [[30,100000], [6,20], [5,15], [1,150]]
|
| | | 6 [[30,200000], [6,25], [5,20], [1,200]]
|
| | | 7 [[30,200000], [6,25], [5,20], [1,201]]
|
| | | 8 [[30,200000], [6,25], [5,20], [1,202]]
|
| | | 9 [[30,200000], [6,25], [5,20], [1,203]]
|
| | | 10 [[30,200000], [6,25], [5,20], [1,204]]
|
| | | 11 [[30,200000], [6,25], [5,20], [1,205]]
|
| | | 12 [[30,200000], [6,25], [5,20], [1,206]]
|
| | | 13 [[30,200000], [6,25], [5,20], [1,207]]
|
| | | 14 [[30,200000], [6,25], [5,20], [1,208]]
|
| | | 15 [[30,200000], [6,25], [5,20], [1,209]]
|
| | | 16 [[30,200000], [6,25], [5,20], [1,210]]
|
| | | 17 [[30,200000], [6,25], [5,20], [1,211]]
|
| | | 18 [[30,200000], [6,25], [5,20], [1,212]]
|
| | | 19 [[30,200000], [6,25], [5,20], [1,213]]
|
| | | 20 [[30,200000], [6,25], [5,20], [1,214]]
|
| | | 21 [[30,200000], [6,25], [5,20], [1,215]]
|
| | | 22 [[30,200000], [6,25], [5,20], [1,216]]
|
| | | 23 [[30,200000], [6,25], [5,20], [1,217]]
|
| | | 24 [[30,200000], [6,25], [5,20], [1,218]]
|
| | | 25 [[30,200000], [6,25], [5,20], [1,219]]
|
| | | 26 [[30,200000], [6,25], [5,20], [1,220]]
|
| | | 27 [[30,200000], [6,25], [5,20], [1,221]]
|
| | | 28 [[30,200000], [6,25], [5,20], [1,222]]
|
| | | 29 [[30,200000], [6,25], [5,20], [1,223]]
|
| | | 30 [[30,200000], [6,25], [5,20], [1,224]]
|
| | | 31 [[30,200000], [6,25], [5,20], [1,225]]
|
| | | 32 [[30,200000], [6,25], [5,20], [1,226]]
|
| | | 33 [[30,200000], [6,25], [5,20], [1,227]]
|
| | | 34 [[30,200000], [6,25], [5,20], [1,228]]
|
| | | 35 [[30,200000], [6,25], [5,20], [1,229]]
|
| | | 36 [[30,200000], [6,25], [5,20], [1,230]]
|
| | | 37 [[30,200000], [6,25], [5,20], [1,231]]
|
| | | 38 [[30,200000], [6,25], [5,20], [1,232]]
|
| | | 39 [[30,200000], [6,25], [5,20], [1,233]]
|
| | | 40 [[30,200000], [6,25], [5,20], [1,234]]
|
| | | 41 [[30,200000], [6,25], [5,20], [1,235]]
|
| | | 42 [[30,200000], [6,25], [5,20], [1,236]]
|
| | | 43 [[30,200000], [6,25], [5,20], [1,237]]
|
| | | 44 [[30,200000], [6,25], [5,20], [1,238]]
|
| | | 45 [[30,200000], [6,25], [5,20], [1,239]]
|
| | | 46 [[30,200000], [6,25], [5,20], [1,240]]
|
| | | 47 [[30,200000], [6,25], [5,20], [1,241]]
|
| | | 48 [[30,200000], [6,25], [5,20], [1,242]]
|
| | | 49 [[30,200000], [6,25], [5,20], [1,243]]
|
| | | 50 [[30,200000], [6,25], [5,20], [1,244]]
|
| | | 51 [[30,200000], [6,25], [5,20], [1,245]]
|
| | | 52 [[30,200000], [6,25], [5,20], [1,246]]
|
| | | 53 [[30,200000], [6,25], [5,20], [1,247]]
|
| | | 54 [[30,200000], [6,25], [5,20], [1,248]]
|
| | | 55 [[30,200000], [6,25], [5,20], [1,249]]
|
| | | 56 [[30,200000], [6,25], [5,20], [1,250]]
|
| | | 57 [[30,200000], [6,25], [5,20], [1,251]]
|
| | | 58 [[30,200000], [6,25], [5,20], [1,252]]
|
| | | 59 [[30,200000], [6,25], [5,20], [1,253]]
|
| | | 60 [[30,200000], [6,25], [5,20], [1,254]]
|
| | | 61 [[30,200000], [6,25], [5,20], [1,255]]
|
| | | 62 [[30,200000], [6,25], [5,20], [1,256]]
|
| | | 63 [[30,200000], [6,25], [5,20], [1,257]]
|
| | | 64 [[30,200000], [6,25], [5,20], [1,258]]
|
| | | 65 [[30,200000], [6,25], [5,20], [1,259]]
|
| | | 66 [[30,200000], [6,25], [5,20], [1,260]]
|
| | | 67 [[30,200000], [6,25], [5,20], [1,261]]
|
| | | 68 [[30,200000], [6,25], [5,20], [1,262]]
|
| | | 69 [[30,200000], [6,25], [5,20], [1,263]]
|
| | | 70 [[30,200000], [6,25], [5,20], [1,264]]
|
| | | 71 [[30,200000], [6,25], [5,20], [1,265]]
|
| | | 72 [[30,200000], [6,25], [5,20], [1,266]]
|
| | | 73 [[30,200000], [6,25], [5,20], [1,267]]
|
| | | 74 [[30,200000], [6,25], [5,20], [1,268]]
|
| | | 75 [[30,200000], [6,25], [5,20], [1,269]]
|
| | | 76 [[30,200000], [6,25], [5,20], [1,270]]
|
| | | 77 [[30,200000], [6,25], [5,20], [1,271]]
|
| | | 78 [[30,200000], [6,25], [5,20], [1,272]]
|
| | | 79 [[30,200000], [6,25], [5,20], [1,273]]
|
| | | 80 [[30,200000], [6,25], [5,20], [1,274]]
|
| | | 81 [[30,200000], [6,25], [5,20], [1,275]]
|
| | | 82 [[30,200000], [6,25], [5,20], [1,276]]
|
| | | 83 [[30,200000], [6,25], [5,20], [1,277]]
|
| | | 84 [[30,200000], [6,25], [5,20], [1,278]]
|
| | | 85 [[30,200000], [6,25], [5,20], [1,279]]
|
| | | 86 [[30,200000], [6,25], [5,20], [1,280]]
|
| | | 87 [[30,200000], [6,25], [5,20], [1,281]]
|
| | | 88 [[30,200000], [6,25], [5,20], [1,282]]
|
| | | 89 [[30,200000], [6,25], [5,20], [1,283]]
|
| | | 90 [[30,200000], [6,25], [5,20], [1,284]]
|
| | | 91 [[30,200000], [6,25], [5,20], [1,285]]
|
| | | 92 [[30,200000], [6,25], [5,20], [1,286]]
|
| | | 93 [[30,200000], [6,25], [5,20], [1,287]]
|
| | | 94 [[30,200000], [6,25], [5,20], [1,288]]
|
| | | 95 [[30,200000], [6,25], [5,20], [1,289]]
|
| | | 96 [[30,200000], [6,25], [5,20], [1,290]]
|
| | | 97 [[30,200000], [6,25], [5,20], [1,291]]
|
| | | 98 [[30,200000], [6,25], [5,20], [1,292]]
|
| | | 99 [[30,200000], [6,25], [5,20], [1,293]]
|
| | | 100 [[30,200000], [6,25], [5,20], [1,294]]
|
| | | 1 [[7,2000]]
|
| | | 2 [[7,2500],[8,20]]
|
| | | 3 [[7,3000],[8,20],[6,10]]
|
| | | 4 [[7,3500],[8,20],[6,10]]
|
| | | 5 [[7,4000],[8,20],[6,10]]
|
| | | 6 [[7,4000],[8,25],[6,10]]
|
| | | 7 [[7,4000],[8,25],[6,12]]
|
| | | 8 [[7,4500],[8,25],[6,12],[5,2]]
|
| | | 9 [[7,4500],[8,30],[6,12],[5,2]]
|
| | | 10 [[7,4500],[8,30],[6,12],[5,3],[1,100]]
|
| | | 11 [[7,5000],[8,30],[6,12],[5,3],[1,100]]
|
| | | 12 [[7,5000],[8,35],[6,12],[5,3],[1,100]]
|
| | | 13 [[7,5000],[8,35],[6,14],[5,3],[1,100]]
|
| | | 14 [[7,5000],[8,35],[6,14],[5,3],[1,110]]
|
| | | 15 [[7,5500],[8,35],[6,14],[5,3],[1,110]]
|
| | | 16 [[7,5500],[8,40],[6,14],[5,3],[1,110]]
|
| | | 17 [[7,5500],[8,40],[6,14],[5,4],[1,110]]
|
| | | 18 [[7,5500],[8,40],[6,14],[5,4],[1,120]]
|
| | | 19 [[7,6000],[8,40],[6,14],[5,4],[1,120]]
|
| | | 20 [[7,6000],[8,45],[6,14],[5,4],[1,120]]
|
| | | 21 [[7,6500],[8,45],[6,14],[5,4],[1,120]]
|
| | | 22 [[7,6500],[8,45],[6,14],[5,4],[1,130]]
|
| | | 23 [[7,7000],[8,45],[6,14],[5,4],[1,130]]
|
| | | 24 [[7,7000],[8,45],[6,16],[5,4],[1,130]]
|
| | | 25 [[7,7500],[8,45],[6,16],[5,4],[1,130]]
|
| | | 26 [[7,7500],[8,50],[6,16],[5,4],[1,130]]
|
| | | 27 [[7,8000],[8,50],[6,16],[5,4],[1,130]]
|
| | | 28 [[7,8000],[8,50],[6,16],[5,5],[1,130]]
|
| | | 29 [[7,8500],[8,50],[6,16],[5,5],[1,130]]
|
| | | 30 [[7,8500],[8,50],[6,16],[5,5],[1,140]]
|
| | | 31 [[7,9000],[8,50],[6,16],[5,5],[1,140]]
|
| | | 32 [[7,9000],[8,50],[6,16],[5,5],[1,150]]
|
| | | 33 [[7,9500],[8,50],[6,16],[5,5],[1,150]]
|
| | | 34 [[7,9500],[8,55],[6,16],[5,5],[1,150]]
|
| | | 35 [[7,10000],[8,55],[6,16],[5,5],[1,150]]
|
| | | 36 [[7,10000],[8,55],[6,18],[5,5],[1,150]]
|
| | | 37 [[7,10500],[8,55],[6,18],[5,5],[1,150]]
|
| | | 38 [[7,10500],[8,55],[6,18],[5,5],[1,160]]
|
| | | 39 [[7,11000],[8,55],[6,18],[5,5],[1,160]]
|
| | | 40 [[7,11000],[8,60],[6,18],[5,5],[1,160]]
|
| | | 41 [[7,11500],[8,60],[6,18],[5,5],[1,160]]
|
| | | 42 [[7,11500],[8,60],[6,18],[5,5],[1,170]]
|
| | | 43 [[7,11500],[8,65],[6,18],[5,5],[1,170]]
|
| | | 44 [[7,12000],[8,65],[6,18],[5,5],[1,170]]
|
| | | 45 [[7,12000],[8,65],[6,18],[5,5],[1,180]]
|
| | | 46 [[7,12500],[8,65],[6,18],[5,5],[1,180]]
|
| | | 47 [[7,12500],[8,65],[6,18],[5,6],[1,180]]
|
| | | 48 [[7,13000],[8,65],[6,18],[5,6],[1,180]]
|
| | | 49 [[7,13000],[8,65],[6,18],[5,6],[1,190]]
|
| | | 50 [[7,13500],[8,65],[6,18],[5,6],[1,190]]
|
| | | 51 [[7,13500],[8,65],[6,18],[5,6],[1,200]]
|
| | | 52 [[7,13500],[8,65],[6,18],[5,6],[1,200]]
|
| | | 53 [[7,14000],[8,65],[6,18],[5,6],[1,200]]
|
| | | 54 [[7,14000],[8,65],[6,18],[5,6],[1,200]]
|
| | | 55 [[7,14000],[8,65],[6,18],[5,6],[1,210]]
|
| | | 56 [[7,14000],[8,65],[6,18],[5,6],[1,210]]
|
| | | 57 [[7,14500],[8,65],[6,18],[5,6],[1,210]]
|
| | | 58 [[7,14500],[8,65],[6,18],[5,6],[1,210]]
|
| | | 59 [[7,14500],[8,70],[6,18],[5,6],[1,210]]
|
| | | 60 [[7,14500],[8,70],[6,18],[5,6],[1,210]]
|
| | | 61 [[7,15000],[8,70],[6,18],[5,6],[1,210]]
|
| | | 62 [[7,15000],[8,70],[6,18],[5,6],[1,210]]
|
| | | 63 [[7,15000],[8,70],[6,20],[5,6],[1,210]]
|
| | | 64 [[7,15000],[8,70],[6,20],[5,6],[1,210]]
|
| | | 65 [[7,15500],[8,70],[6,20],[5,6],[1,210]]
|
| | | 66 [[7,15500],[8,70],[6,20],[5,6],[1,210]]
|
| | | 67 [[7,15500],[8,70],[6,20],[5,6],[1,220]]
|
| | | 68 [[7,15500],[8,70],[6,20],[5,6],[1,220]]
|
| | | 69 [[7,16000],[8,70],[6,20],[5,6],[1,220]]
|
| | | 70 [[7,16000],[8,70],[6,20],[5,6],[1,220]]
|
| | | 71 [[7,16000],[8,70],[6,20],[5,7],[1,220]]
|
| | | 72 [[7,16000],[8,70],[6,20],[5,7],[1,220]]
|
| | | 73 [[7,16500],[8,70],[6,20],[5,7],[1,220]]
|
| | | 74 [[7,16500],[8,70],[6,20],[5,7],[1,220]]
|
| | | 75 [[7,16500],[8,75],[6,20],[5,7],[1,220]]
|
| | | 76 [[7,16500],[8,75],[6,20],[5,7],[1,220]]
|
| | | 77 [[7,17000],[8,75],[6,20],[5,7],[1,220]]
|
| | | 78 [[7,17000],[8,75],[6,20],[5,7],[1,220]]
|
| | | 79 [[7,17000],[8,75],[6,20],[5,7],[1,230]]
|
| | | 80 [[7,17000],[8,75],[6,20],[5,7],[1,230]]
|
| | | 81 [[7,17500],[8,75],[6,20],[5,7],[1,230]]
|
| | | 82 [[7,17500],[8,75],[6,20],[5,7],[1,230]]
|
| | | 83 [[7,17500],[8,80],[6,20],[5,7],[1,230]]
|
| | | 84 [[7,17500],[8,80],[6,20],[5,7],[1,230]]
|
| | | 85 [[7,18000],[8,80],[6,20],[5,7],[1,230]]
|
| | | 86 [[7,18000],[8,80],[6,20],[5,7],[1,230]]
|
| | | 87 [[7,18000],[8,80],[6,20],[5,7],[1,240]]
|
| | | 88 [[7,18000],[8,80],[6,20],[5,7],[1,240]]
|
| | | 89 [[7,18000],[8,80],[6,20],[5,7],[1,250]]
|
| | | 90 [[7,18000],[8,80],[6,20],[5,7],[1,250]]
|
| | | 91 [[7,18500],[8,80],[6,20],[5,7],[1,250]]
|
| | | 92 [[7,18500],[8,80],[6,20],[5,7],[1,250]]
|
| | | 93 [[7,18500],[8,85],[6,20],[5,7],[1,250]]
|
| | | 94 [[7,18500],[8,85],[6,20],[5,7],[1,250]]
|
| | | 95 [[7,18500],[8,85],[6,20],[5,7],[1,260]]
|
| | | 96 [[7,18500],[8,85],[6,20],[5,7],[1,260]]
|
| | | 97 [[7,19000],[8,85],[6,20],[5,7],[1,260]]
|
| | | 98 [[7,19000],[8,85],[6,20],[5,7],[1,260]]
|
| | | 99 [[7,19000],[8,85],[6,20],[5,7],[1,270]]
|
| | | 100 [[7,19000],[8,85],[6,20],[5,7],[1,270]]
|