DP~青蛙过河(hrbust1186)
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" alt="" />
#include<stdio.h>
#include<string.h>
int DP[100000];//表示相应的位置的踩到的石子
int l,s,t,n;
int main()
{ while(~scanf("%d%d%d%d",&l,&s,&t,&n))
{
memset(DP,0,sizeof(DP));
for(int i=1; i<=n; i++)//输入与初始化
{
int temp;
scanf("%d",&temp);
DP[temp]=1;
}
for(int i=l-t; i>=0; i--)//找
{
int temp=DP[i+s];
for(int j=s+1; j<=t; j++)
{
if(DP[i+j]<temp)//更新
temp=DP[i+j];
}
DP[i]+=temp;
}
printf("%d\n",DP[0]);
}
return 0; }
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