이 제출은 이전 버전의 oj.uz에서 채점하였습니다. 현재는 제출 당시와는 다른 서버에서 채점을 하기 때문에, 다시 제출하면 결과가 달라질 수도 있습니다.
#include "aliens.h"
#include <bits/stdc++.h>
using namespace std;
typedef long long ll;
typedef long double ld;
typedef pair<int,ld> pil;
struct _tuple {
int x,y;
};
_tuple A[100005],B[100005];
int n;
ld dp[100005];
int gaesu[100005];
struct line {
ld tan,y;
int idx;
};
inline ld inter(line a,line b) {
return (b.y-a.y)/(a.tan-b.tan);
}
line L[100005];
int check1(line a,line b,line c) {
return (b.y-a.y)*(b.tan-c.tan) >= (c.y-b.y)*(a.tan-b.tan);
//return inter(a,b) >= inter(b,c);
}
int check2(line a,line b,int c) {
return b.y-a.y < (ld)(c) * (a.tan-b.tan);
//return inter(a,b) < (ld)c;
}
pil CHT(ld c) {
gaesu[0]=0;
dp[1] = (ld)(A[1].y-A[1].x+1)*(ld)(A[1].y-A[1].x+1)-c;
gaesu[1]=1;
int sz = 0;
int p=0;
for(int i=2;i<=n;i++) {
dp[i] = (ld)(A[i].y-A[1].x+1)*(ld)(A[i].y-A[1].x+1)-c;
int minidx = 0;
line ins;
ins.idx = i-1;
ins.y = dp[i-1] - (ld)max(0,-A[i].x+A[i-1].y+1)*(ld)max(0,-A[i].x+A[i-1].y+1) + (ld)(A[i].x)*(ld)(A[i].x) - (ld)(2*A[i].x);
ins.tan = (ld)(-2 * A[i].x);
while(sz>=2 && check1(L[sz-2],L[sz-1],ins)) {
if(p==sz-1) p--;
sz--;
}
L[sz++] = ins;
while(p<sz-1 && check2(L[p],L[p+1],A[i].y)) p++;
if(dp[i] > (ld)(1) - c + (ld)(2*A[i].y) + (ld)(A[i].y)*(ld)(A[i].y) + L[p].tan*(ld)(A[i].y) + L[p].y) {
dp[i] = (ld)(1) - c + (ld)(2*A[i].y) + (ld)(A[i].y)*(ld)(A[i].y) + L[p].tan*(ld)(A[i].y) + L[p].y;
minidx = L[p].idx;
}
gaesu[i] = gaesu[minidx] + 1;
}
return pil(gaesu[n],dp[n]);
/*gaesu[0]=0;
for(int i=1;i<=n;i++) {
dp[i] = (ld)(A[i].y-A[1].x+1)*(ld)(A[i].y-A[1].x+1)-c;
int minidx = 0;
for(int j=1;j<i;j++) {
if( dp[i] > dp[j] + (ld)(A[i].y-A[j+1].x+1)*(ld)(A[i].y-A[j+1].x+1) - (ld)max(0,-A[j+1].x+A[j].y+1)*(ld)max(0,-A[j+1].x+A[j].y+1) - c ) {
minidx = j;
dp[i] = dp[j] + (ld)(A[i].y-A[j+1].x+1)*(ld)(A[i].y-A[j+1].x+1) - (ld)max(0,-A[j+1].x+A[j].y+1)*(ld)max(0,-A[j+1].x+A[j].y+1) - c;
}
}
gaesu[i] = gaesu[minidx]+1;
}
return pil(gaesu[n],dp[n]);*/
}
ll take_photos(int N, int m, int k, std::vector<int> r, std::vector<int> c) {
for(int i=0;i<N;i++) {
B[i].x=r[i];
B[i].y=c[i];
if(B[i].x > B[i].y) swap(B[i].x,B[i].y);
}
sort(B,B+N,[](_tuple a,_tuple b){return a.x>b.x;});
for(int i=0;i<N;i++) {
while(n!=0 && A[n].y <= B[i].y) {
n--;
}
A[++n] = B[i];
}
reverse(A+1,A+1+n);
if(k>n) k = n;
ll bs = -(ll)m*(ll)m-1ll, be = 0;
int lft=1,rht=n;
ll L=(ll)m*(ll)m,R=(ll)m*(ll)m;
while(bs<=be) {
ll bm = (bs+be)/2;
//printf("%d\n",bm);
ld gi = (ld)bm + (ld)0.5;
pil tmp = CHT(gi);
if(tmp.first==k) {
return (long long)(tmp.second + gi*(ld)(k));
}
if(tmp.first > k) {
be=bm-1;
if(rht >= tmp.first) {
rht = tmp.first;
R = (ll)(tmp.second + gi*(ld)(tmp.first));
}
} else {
bs=bm+1;
if(lft <= tmp.first) {
lft = tmp.first;
L = (ll)(tmp.second + gi*(ld)(tmp.first));
}
}
}
return (L*(ll)(rht-k) + R*(ll)(k-lft)) / (ll)(-lft+rht);
}
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