2321. 【NOIP普及组T1】方程

2321. 【NOIP普及组T1】方程

时间限制: 1000 ms  空间限制: 262144 KB

题目描述

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" 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输入

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" alt=" " />

输出

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" alt=" " />
 

样例输入

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样例输出

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数据范围限制

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" alt=" " />
 

提示

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" alt=" " />

题解:

这一道题就是一道模拟题。

首先我们要知道,如果你知道了第一个人的性别,你就一定可以推出第二个,然后再推出第三个,第四个……

所以,我们只需要分男和女讨论第一个人的性别,就可以一直推到最后一个。

这时,我们只需要在推的过程中加入一些判断,看看是否合法,不合法就做一个标记并跳出。

如果合法,则ans++。

这道题的大体思路就是这样的。

注意:

每做完一次顺推后,都要初始化一下,不然的话…………

代码:

 #include<bits/stdc++.h>
using namespace std;
int n,a[],s[],b[],ans=,p=,t;
//s为每个人的性别(1为男,0为女),a为周围男生数,b为进行操作的数组,p储存方案是否合法
void doit(int q)
{
for(int i=q;i<=n;i++)
{
b[i]-=s[i-]+s[i];//由前两个推出第三个
if(b[i]==)
{
if(i==n)//如果后面没有任何人而还要有一个人,则不合法
{
p=;//做标记
break;
}
s[i+]=;//推出第三个为男生
}
if(b[i]>=||b[i]<)//如果i+1位置需要2个及以上或0个及一下,则不合法
{
p=;//做标记
break;
}
}
}
int main()
{
scanf("%d",&t);
while(t!=)
{
t--;
scanf("%d",&n);
for(int i=;i<=n;i++)
{
scanf("%d",&a[i]);
b[i]=a[i];//预处理备用数组b。
}
s[]=;//先尝试1可不可行
doit();
if(p!=)//如果可行
ans++;
for(int i=;i<=n;i++)
{
s[i]=;
b[i]=a[i];
}
p=;
//做完了要回到做之前的时候的状态
//s[1]=0; //由于我们在上面已经将s数组初始化为0,所以不用再写
doit();//尝试0可不可行
if(p!=)//如果可行
ans++;
printf("%d\n",ans);
for(int i=;i<=n;i++)
{
s[i]=;
b[i]=a[i];
}
p=;
ans=;
//再为下一次进行初始化
}
return ;
}

所以……就是这样!

做完了!

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