题目

‘^’代表叉乘

‘•’代表点乘

点积:a•b=ax*bx+ay*by

叉积:a^b=ax*by-bx*ay

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" 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" alt="" width="473" height="327" />

有了这些,代码就呼之欲出了。

首先read(线段)

然后read(点)

发现满足二分性(点A一定在前t条线后,在后n-t条线前)

于是,二分优化查找

O(mlogn)

#include <algorithm>
#include <iostream>
#include <cstring>
#include <cstdlib>
#include <cstdio>
#include <vector>
#include <cmath>
#include <queue>
#include <map>
#include <set>
using namespace std;
#define file(x) freopen(x".in","r",stdin),freopen(x".out","w",stdout)
inline void read(int &ans){
ans=;char x=getchar();bool f=;
while(x<''||x>''){if(x=='-')f=;x=getchar();}
while(x>=''&&x<='')ans=ans*+x-'',x=getchar();
if(f)ans=-ans;
}
typedef int db;//此题不用开double
const int MAXN=+;
struct Po{//定义点(向量)
db x,y;
Po(){};
Po(int x,int y):x(x),y(y){}
Po operator-(const Po A)const{return Po(x-A.x,y-A.y);}
db operator*(const Po A)const{return x*A.y-y*A.x;}
};
int n,m,ans[MAXN],first=true;
db X1,Y1,X2,Y2,U[MAXN],L[MAXN]; bool check(Po C,int ID){
Po A=Po(L[ID],Y2);
Po B=Po(U[ID],Y1);
return (C-A)*(B-A)>;
} int find(db x,db y){
int l=,r=n+;
while(l<r){
int mid=(l+r)>>;
if(check(Po(x,y),mid))l=mid+;
else r=mid;
}
return l-;
} db x,y;
int main(){
while(scanf("%d",&n)&&n){
if(first)first=false;else if(n)puts("");
memset(ans,,sizeof(ans));
read(m),read(X1),read(Y1),read(X2),read(Y2);
U[n]=L[]=X1,U[n+]=L[n+]=X2;
for(int i=;i<=n;i++)read(U[i]),read(L[i]);
for(int i=;i<m;i++){
read(x),read(y);
ans[find(x,y)]++;
}
for(int i=;i<=n;i++)printf("%d: %d\n",i,ans[i]);
}
return ;
}

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