[JZOJ5281]钦点题解--瞎搞+链表
[JZOJ5281]钦点题解--瞎搞+链表
题目链接
于 暴 力 过
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" alt="img">
分析
第一眼: 模拟美滋滋?!
然后数据范围...不太对
naiive模拟30pts
然后你交换字符串指针60pts
然后发现可以用链表记录指针的上下左右又是哪个指针,操作时只用操作边界就好了
敲代码的时候一定要仔细,一开始一个SB错误查了好久
另外想讲讲这个毒瘤字符串读入,它单个字符串亲测最长有1e5,那么你肯定不能用二维char数组来存.
于是乖乖用string,又跑了个倒数
看他们的代码是怎么跑得和香港记者一样快的,结果发现我还是naive了
直接搞一个总字符串长度的char数组全部读入
我们都已经是存指针了,干脆就存它在这个大数组中的开头位置就行了
又学会了一个船新操作
printf("%s",&str[ch[now]]);
代码
char str[11000005];
int f[1007][1007],p[1005][1005],ch[1000005],n,m,q,tot=0,pos=0;
int t[1500005][4];
inline void getin(){
char c;int st=pos,l=0;
while((c=getchar())<'a'||c>'z');
str[pos++]=c,l++;
while((c=getchar())>='a'&&c<='z')str[pos++]=c,l++;
str[pos++]='\0';
ch[tot]=st;
}
int main(){
//freopen("appoint4.in","r",stdin);
//freopen("wtf2.out","w",stdout);
int x,y,xx,yy,l,r;
read(n),read(m),read(q);
for(ri i=1;i<=n;i++){
for(ri j=1;j<=m;j++){
f[i][j]=++tot,getin();
}
}
for(ri i=1;i<=m;i++)f[0][i]=++tot,f[n+1][i]=++tot;
for(ri i=1;i<=n;i++)f[i][0]=++tot,f[i][m+1]=++tot;//边界也要有指针
for(ri i=0;i<=n+1;i++){
for(ri j=0;j<=m+1;j++){//处理指针
if(j)t[f[i][j]][0]=f[i][j-1];
t[f[i][j]][1]=f[i][j+1];
if(i)t[f[i][j]][2]=f[i-1][j];
t[f[i][j]][3]=f[i+1][j];
}
}
int a,b,c,d,p1,p2,p3,p4,ex,exx;
while(q--){
read(x),read(y),read(xx),read(yy),read(l),read(r);
ex=x+l-1,exx=xx+l-1;
p1=t[f[x][0]][1],p2=t[f[xx][0]][1],p3=t[f[ex][0]][1],p4=t[f[exx][0]][1];
for(ri i=1;i<=m;i++){
p[x][i]=p1,p[xx][i]=p2,p[ex][i]=p3,p[exx][i]=p4;
p1=t[p1][1],p2=t[p2][1],p3=t[p3][1],p4=t[p4][1];
}
ex=y+r-1,exx=yy+r-1;
p1=t[f[0][y]][3],p2=t[f[0][yy]][3],p3=t[f[0][ex]][3],p4=t[f[0][exx]][3];
for(ri i=1;i<=n;i++){
p[i][y]=p1,p[i][yy]=p2,p[i][ex]=p3,p[i][exx]=p4;
p1=t[p1][3],p2=t[p2][3],p3=t[p3][3],p4=t[p4][3];
}
for(ri i=0;i<r;i++){
a=y+i,c=yy+i;
//printf("%d %d\n",a,c);
t[t[p[x][a]][2]][3]=p[xx][c];
t[t[p[xx][c]][2]][3]=p[x][a];
swap(t[p[xx][c]][2],t[p[x][a]][2]);
a=x+l-1,b=y+i,c=xx+l-1,d=yy+i;
//printf("--%d %d %d %d--\n",a,b,c,d);
t[t[p[a][b]][3]][2]=p[c][d];
t[t[p[c][d]][3]][2]=p[a][b];
swap(t[p[c][d]][3],t[p[a][b]][3]);
}
for(ri i=0;i<l;i++){
a=x+i,c=xx+i;
t[t[p[a][y]][0]][1]=p[c][yy];
t[t[p[c][yy]][0]][1]=p[a][y];
swap(t[p[a][y]][0],t[p[c][yy]][0]);
a=x+i,b=y+r-1,c=xx+i,d=yy+r-1;
t[t[p[a][b]][1]][0]=p[c][d];
t[t[p[c][d]][1]][0]=p[a][b];
swap(t[p[a][b]][1],t[p[c][d]][1]);
}
}
int now;
for(ri i=1;i<=n;i++){
now=t[f[i][0]][1];
for(ri j=1;j<=m;j++){
//cout<<str[now];//printf("%s ",str[now]);
printf("%s",&str[ch[now]]);//直接输出,很方便
now=t[now][1];
putchar(' ');
}
puts("");
}
return 0;
}
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