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" alt="" />

注意事项

1.状态转移方程 dp[i+1]=max(dp[i]+ss[i+1],ss[i+1])//理解 到dp[i]比此处的ss[i]要小  则舍弃

2. sta  和end 初始化为1  考虑n=1的情况

3.相邻的2组数据要有空行,最后一行没有

#include<cstdio>
#include<iostream>
#include<cstring>
#include<algorithm>
using namespace std;
const int MAXN=110005;
int ss[MAXN];
int dp[MAXN];
int main()
{
int t;
cin>>t;
int counter=1;
while(t--)
{
int n;
cin>>n; memset(dp,0,sizeof(dp));
for(int i=1; i<=n; i++)
cin>>ss[i];
dp[1]=ss[1];
for(int i=1; i<n; i++)
{
dp[i+1]=max(dp[i]+ss[i+1],ss[i+1]);
}
int maxx=dp[1],sta=1,end=1,sum=0;
for(int i=1; i<=n; i++)
{
if(dp[i]>maxx)
{
maxx=dp[i];
end=i;
}
}
for(int i=end; i>0; i--)
{
sum+=ss[i];
if(sum==maxx)
{
sta=i;
}
} cout<<"Case "<<counter++<<":"<<endl;
cout<<maxx<<" "<<sta<<" "<<end<<endl; if(t>0)cout<<endl; }
return 0;
}

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