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时间:2020-03-10
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1、2013ACM-ICPCAsiaRegionalChengduOnlineContestProblemSetSeptember14,20132013ACM-ICPCAsiaRegionalChengduOnlineContestContentsA.AGameintheHospital..........................................2B.AnEasyProblemforElfness.......................................4C.WeLoveMOEGirls...............
2、.............................7D.Minimumpalindrome...........................................8E.RoundTable.................................................9F.G(x)......................................................10G.F(x)......................................................11H.
3、LittleWishlyricalstep........................................12I.ThisIsTheJobTheBearFinds.....................................13J.ABitFun...................................................15Page1of152013ACM-ICPCAsiaRegionalChengduOnlineContestProblemA.AGameintheHospitalMzry1992g
4、otsickrecently.Hehadtogotothehospitalfortreatment.Thetimeinthehospitalwasveryboring,soMzry1992designedagameandwantedtopersuadethenursetoplaywithhim.Thegameisplayedasfollows:Therearenpilesofcandiesonthetable.Eachpilehasacertainnumberofcandies.Mzry1992andthenursetaketurnstoeatcandie
5、s.Asthedesignedofthegame,Mzry1992alwaysstartsrst.Whenit'ssomeone'sturntoeatcandies,hemustselecta⌊⌋pileofcandies(supposethepilehasmcandiesnow),andeatx(06、dtoplaywithMzry1992.Tostartthegame,theybegantopreparencandypiles.Aftertheyhadarrangedtherstn 1pilesofcandies(wherethenumberofcandiesintheithpilewasxi,1in 1),anewpatientcameinandthenursehadtogototakecareofhim.SoMzry1992wasleftalonetodecidethenumberofcandiesinthelastpile.Butbefor7、ethenurseleft,shedemandedthatthelastpilemusthavenolessthanLcandiesandnomorethanRcandies,i.e.,LxnR.Mzry1992agreedwiththenurse'sdemand,sinceitwouldbeunfairforthenurseifMzry1992couldplaceanynumberofcandiesinthelastpile.NowMzry1992wondered,ifbothheandthenurseplaywiththeirbeststrateg8、ies,howmanydifferentwaysofplacingc
6、dtoplaywithMzry1992.Tostartthegame,theybegantopreparencandypiles.Aftertheyhadarrangedtherstn 1pilesofcandies(wherethenumberofcandiesintheithpilewasxi,1in 1),anewpatientcameinandthenursehadtogototakecareofhim.SoMzry1992wasleftalonetodecidethenumberofcandiesinthelastpile.Butbefor
7、ethenurseleft,shedemandedthatthelastpilemusthavenolessthanLcandiesandnomorethanRcandies,i.e.,LxnR.Mzry1992agreedwiththenurse'sdemand,sinceitwouldbeunfairforthenurseifMzry1992couldplaceanynumberofcandiesinthelastpile.NowMzry1992wondered,ifbothheandthenurseplaywiththeirbeststrateg
8、ies,howmanydifferentwaysofplacingc
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