Description

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" 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" alt=" " />

Output

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" alt=" " />
 

Sample Input

输入样例1:
3 2 7
5 4 2 输入样例2:
5 3 1
5 4 3 5 5

Sample Output

输出样例1:
999999732 输出样例2:
0
 

Data Constraint

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" 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" alt=" " />

这个题要求乘积最小,显然我们希望乘积是负数是最好的,然后就是让这个负数的绝对值尽可能的大。

对于一堆数相乘,绝对值最小的对这个结果影响是最大的,所以我们就每次让绝对值最小的,如果是正数就加上x,负数就减去x,用个优先队列维护绝对值就可以了。

 #include<iostream>
#include<cstdio>
#include<cstring>
#include<cstdlib>
#include<algorithm>
#include<cmath>
#include<queue>
#include<vector>
using namespace std;
const int mo=1e9+;
priority_queue<long long>qwq;
priority_queue<long long>qaq;
int n,k,x,tmp;
long long ans;
int main(){
scanf("%d%d%d",&n,&k,&x);
if (k==){
ans=;
for (int i=,tmp;i<=n;i++){
scanf("%d",&tmp);
ans=(ans*tmp)%mo;
}
printf("%lld\n",(ans+mo)%mo);
return ;
}
tmp=;
long long b=,a=,c=,d=;
for (int i=;i<=n;i++){
scanf("%lld",&a);
if (a>=) qwq.push(-a);
else qaq.push(a);
}
if (qaq.size()%==){
if (qaq.size()==){
b=-qwq.top();
qwq.pop();
while ((tmp<k)&&(b>=)) {b-=x;tmp++;}
if (b<)
qaq.push(b);
else qwq.push(-b);
}
else{
c=-qaq.top();
if (qwq.empty())
d=1e10;
else
d=-(qwq.top());
if (c<d){
b=-c;
qaq.pop();
while ((tmp<k)&&(b<=)) {b+=x;tmp++;}
if (b>=)
qwq.push(-b);
else qaq.push(b);
}
else{
b=d;
qwq.pop();
while ((tmp<k)&&(b>=)) {b-=x;tmp++;}
if (b<)
qaq.push(b);
else qwq.push(-b);
}
}
}
while (tmp<k){
c=-(qaq.top());
if (qwq.empty())
d=1e10;
else
d=-(qwq.top());
if (c<d){
b=-c;
b=b-x;
qaq.pop();
qaq.push(b);
tmp++;
}
else{
b=d;
b=b+x;
qwq.pop();
qwq.push(-b);
tmp++;
}
}
ans=;
while (qwq.size()){
d=-qwq.top();
ans=ans*(d%mo)%mo;
qwq.pop();
}
while (qaq.size()){
c=qaq.top();
ans=ans*(c%mo)%mo;
qaq.pop();
}
printf("%lld\n",(ans+mo)%mo);
return ;
}

神奇的代码

这是个巨长的代码...我傻傻地将正数和负数分开来处理......其实有个更简短的....

 #include<cstdio>
#include<queue>
#include<cmath>
using namespace std;
int n,k,x;
int a[];
long long ans=;
const int mo=1e9+;
struct node{
int data,id;
bool operator < (const node & temp) const
{
return abs(data) > abs(temp.data);
}
};
priority_queue <node> qwq;
int tmp=;
int main(){
scanf("%d%d%d",&n,&k,&x);
for (int i=;i<=n;i++){
scanf("%d",&a[i]);
if (a[i]<) tmp=-tmp;
qwq.push(node{a[i],i});
}
while (k--){
node t=qwq.top();qwq.pop();
if (a[t.id]<){
if (tmp==-) a[t.id]-=x;else a[t.id]+=x;
if (a[t.id]>=) tmp=-tmp;
}
else {
if (tmp==-) a[t.id]+=x; else a[t.id]-=x;
if (a[t.id]<) tmp=-tmp;
}
qwq.push(node{a[t.id],t.id});
}
for (int i=;i<=n;i++) ans=(ans*a[i])%mo;
printf("%lld\n",(ans+mo)%mo);
}

简短的代码

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