C - To Be an Dream Architect

Time Limit:1000MS     Memory Limit:32768KB     64bit IO Format:%I64d & %I64u

Appoint description: 
System Crawler  (2014-11-09)

Description

The “dream architect” is the key role in a team of “dream extractors” who enter other’s dreams to steal secrets. A dream architect is responsible for crafting the virtual world that the team and the target will dream into. To avoid the target noticing the world is artificial, a dream architect must have powerful 3D imagination.

Cobb uses a simple 3D imagination game to test whether a candidate has the potential to be an dream architect. He lets the candidate imagine a cube consisting of n×n×n blocks in a 3D coordinate system as Figure 1. The block at bottom left front corner is marked (1, 1, 1) and the diagonally opposite block is marked (n, n, n). Then he tells the candidate that the blocks on a certain line are eliminated. The line is always parallel to an axis. After m such block eliminations, the candidate is asked to tell how many blocks are eliminated. Note that one block can only be eliminated once even if it is on multiple lines.

Here is a sample graph according to the first test case in the sample input: 

 

Input

The first line is the number of test cases. 
In each test case, the first line contains two integers n and m( 1 <= n <= 1000, 0 <= m <= 1000).,meaning that the cube is n x n x n and there are m eliminations.

Each of the following m lines represents an elimination in the following format: 
axis_1=a, axis_2=b 
where axis_i (i=1, 2) is ‘X’ or ‘Y’, or ‘Z’ and axis_1 is not equal to axis_2. a and b are 32-bit signed integers. 

 

Output

For each test case output the number of eliminated blocks.
 

Sample Input

2
3 2
Y=1,Z=3
X=3,Y=1
10 2
X=3,Y=3
Y=3,Z=3
 

Sample Output

5
19
 
 思路:设z轴方向的消除为固定xy,x轴为yz,y轴为xz,那么就是要求出这三块的总计大小,容斥
感想:数组名起的不好,写起来燃烧生命
 
#include <cstdio>
#include <cstring>
using namespace std;
int n,m;
int a,b,c,d;
bool xy[1001][1001],xz[1001][1001],yz[1001][1001];
int xylen[1001],yxlen[1001],yzlen[1001],zxlen[1001],zylen[1001],xzlen[1001];
char buff[100];
int xzheap[1001][2];
int read1(){
int ans=0;
for(int i=2;i<=6;i++){
if(buff[i]>'9'||buff[i]<'0')break;
ans*=10;
ans+=buff[i]-'0';
}
return ans;
}
int read2(){
int ans=0;
int i=6;
while(buff[i]>'9'||buff[i]<'0'){i++;}
for(;;i++){
if(buff[i]>'9'||buff[i]<'0')break;
ans*=10;
ans+=buff[i]-'0';
}
return ans;
}
void inset(char ch1,char ch2,int num1,int num2){
if(ch1=='X'){
if(ch2=='Y'){
if(!xy[num1][num2]){
a++;
xy[num1][num2]=true;
xylen[num1]++;
yxlen[num2]++;
}
}
if(ch2=='Z'){
if(!xz[num1][num2]){
xzheap[b][0]=num1;
xzheap[b++][1]=num2;
xz[num1][num2]=true;
xzlen[num1]++;
zxlen[num2]++;
}
}
}
if(ch1=='Y'){
if(ch2=='X'){
if(!xy[num2][num1]){
a++;
xy[num2][num1]=true;
xylen[num2]++;
yxlen[num1]++;
}
}
if(ch2=='Z'){
if(!yz[num1][num2]){
c++;
yz[num1][num2]=true;
yzlen[num1]++;
zylen[num2]++;
}
}
}
if(ch1=='Z'){
if(ch2=='X'){
if(!xz[num2][num1]){
xzheap[b][0]=num2;
xzheap[b++][1]=num1;
xz[num2][num1]=true;
xzlen[num2]++;
zxlen[num1]++;
}
}
if(ch2=='Y'){
if(!yz[num2][num1]){
c++;
yz[num2][num1]=true;
yzlen[num2]++;
zylen[num1]++;
}
}
}
}
void cl2ear(){
a=b=c=d=0;
memset(xy,0,sizeof(xy));
memset(yz,0,sizeof(yz));
memset(xz,0,sizeof(xz));
memset(xylen,0,sizeof(xylen));
memset(yxlen,0,sizeof(xylen));
memset(zylen,0,sizeof(xylen));
memset(yzlen,0,sizeof(xylen));
memset(xzlen,0,sizeof(xylen));
memset(zxlen,0,sizeof(xylen));
}
int main(){
int T;
scanf("%d",&T);
while(T--){
scanf("%d%d",&n,&m);
cl2ear();
for(int i=0;i<m;i++){
scanf("%s",buff);
bool fl=false;
char ch1,ch2;int num1=read1(),num2=read2();
for(int j=0;buff[j];j++){
if(buff[j]=='X'||buff[j]=='Y'||buff[j]=='Z'){
if(!fl){
ch1=buff[j];
fl=true;
}
else {
ch2=buff[j];
break;
}
}
}
inset(ch1,ch2,num1,num2);
}
for(int i=0;i<b;i++){
for(int j=1;j<=n;j++){
if(xy[xzheap[i][0]][j]&&yz[j][xzheap[i][1]])d++;
}
}
int ans=n*a+n*b+n*c+d;
int a=0;
for(int i=1;i<=n;i++){
a+=xylen[i]*xzlen[i]+yzlen[i]*yxlen[i]+zxlen[i]*zylen[i];
// a+=yxlen[i]*zxlen[i]+zylen[i]*xylen[i]+xzlen[i]*yzlen[i];
}
ans-=a;
printf("%d\n",ans);
}
return 0;
}

  

hdu 3682 10 杭州 现场 C - To Be an Dream Architect 简单容斥 难度:1的更多相关文章

  1. hdu 3682 10 杭州 现场 C To Be an Dream Architect 容斥 难度:0

    C - To Be an Dream Architect Time Limit:1000MS     Memory Limit:32768KB     64bit IO Format:%I64d &a ...

  2. hdu 3685 10 杭州 现场 F - Rotational Painting 重心 计算几何 难度:1

    F - Rotational Painting Time Limit:1000MS     Memory Limit:32768KB     64bit IO Format:%I64d & % ...

  3. hdu 3687 10 杭州 现场 H - National Day Parade 水题 难度:0

    H - National Day Parade Time Limit:1000MS     Memory Limit:32768KB     64bit IO Format:%I64d & % ...

  4. hdu 3695 10 福州 现场 F - Computer Virus on Planet Pandora 暴力 ac自动机 难度:1

    F - Computer Virus on Planet Pandora Time Limit:2000MS     Memory Limit:128000KB     64bit IO Format ...

  5. hdu 3694 10 福州 现场 E - Fermat Point in Quadrangle 费马点 计算几何 难度:1

    In geometry the Fermat point of a triangle, also called Torricelli point, is a point such that the t ...

  6. hdu 4770 13 杭州 现场 A - Lights Against Dudely 暴力 bfs 状态压缩DP 难度:1

    Description Harry: "But Hagrid. How am I going to pay for all of this? I haven't any money.&quo ...

  7. HDU 1796How many integers can you find(简单容斥定理)

    How many integers can you find Time Limit: 12000/5000 MS (Java/Others)    Memory Limit: 65536/32768 ...

  8. hdu 3697 10 福州 现场 H - Selecting courses 贪心 难度:0

    Description     A new Semester is coming and students are troubling for selecting courses. Students ...

  9. hdu 3699 10 福州 现场 J - A hard Aoshu Problem 暴力 难度:0

    Description Math Olympiad is called “Aoshu” in China. Aoshu is very popular in elementary schools. N ...

随机推荐

  1. Django - ORM - 进阶

    一.多表操作 创建模型 实例:我们来假定下面这些概念,字段和关系 作者模型:一个作者有姓名和年龄. 作者详细模型:把作者的详情放到详情表,包含生日,手机号,家庭住址等信息.作者详情模型和作者模型之间是 ...

  2. Linux入门之常用命令(15) lsof

    查看磁盘空间: [root@ticketb ~]# df -h Filesystem Size Used Avail Use% Mounted on /dev/sda1 981M 203M 729M ...

  3. Redis缓冲区设置

    对于Redis服务器的输出(也就是命令的返回值)来说,其大小通常是不可控制的.有可能一个简单的命令,能够产生体积庞大的返回数据.另外也有可能因为执行了太多命令,导致产生返回数据的速率超过了往客户端发送 ...

  4. linux route命令的使用详解 添加永久静态路由 tracert traceroute

    linux route命令的使用详解 添加永久静态路由  tracert  traceroute route -n    Linuxroute  print  Windows traceroute  ...

  5. [.Net]System.OutOfMemoryException异常

    1. 一个异常情景 加载15000条等高线,平均每条线有400个点到三维球上,等待时间太长.而且可能会报内存异常. 2. 不错的分析 http://wenku.baidu.com/view/14471 ...

  6. SLAM for Dummies SLAM初学者教程 中文翻译 1到4章

    SLAM for Dummies  SLAM初学者教程A Tutorial Approach to Simultaneous Localization and Mapping  一本关于实时定位及绘图 ...

  7. sql小知识

    1:查询某一段落内的几条数据,按时间降序. LIMIT 5,10; //检索记录行6-15 2:创建视图,  查询出某些类别的数据,保存在视图中.  || 的优先级高于and ) ); 3:  查询出 ...

  8. 使用Ajax向服务器端发送请求

    <%@ page language="java" contentType="text/html; charset=UTF-8" pageEncoding= ...

  9. 数据挖掘-逻辑Logistic回归

    逻辑回归的基本过程:a建立回归或者分类模型--->b 建立代价函数 ---> c 优化方法迭代求出最优的模型参数  --->d 验证求解模型的好坏. 1.逻辑回归模型: 逻辑回归(L ...

  10. Django进阶 (二)

    规范 确立规范的好处: 代码可读性高 方便代码的定位极其查找 为以后代码扩容带来便利 场景: 在多个APP的场景下,单个app的URL函数功能较多的时候,我们可以通过以下方法来解决. 把Views写成 ...