CodeForces 379D 暴力 枚举
1 second
256 megabytes
standard input
standard output
Many countries have such a New Year or Christmas tradition as writing a letter to Santa including a wish list for presents. Vasya is an ordinary programmer boy. Like all ordinary boys, he is going to write the letter to Santa on the New Year Eve (we Russians actually expect Santa for the New Year, not for Christmas).
Vasya has come up with an algorithm he will follow while writing a letter. First he chooses two strings, s1 anf s2, consisting of uppercase English letters. Then the boy makes string sk, using a recurrent equation sn = sn - 2 + sn - 1, operation '+' means a concatenation (that is, the sequential record) of strings in the given order. Then Vasya writes down string sk on a piece of paper, puts it in the envelope and sends in to Santa.
Vasya is absolutely sure that Santa will bring him the best present if the resulting string sk has exactly x occurrences of substring AC (the short-cut reminds him оf accepted problems). Besides, Vasya decided that string s1 should have length n, and string s2 should have length m. Vasya hasn't decided anything else.
At the moment Vasya's got urgent New Year business, so he asks you to choose two strings for him, s1 and s2 in the required manner. Help Vasya.
The first line contains four integers k, x, n, m (3 ≤ k ≤ 50; 0 ≤ x ≤ 109; 1 ≤ n, m ≤ 100).
In the first line print string s1, consisting of n uppercase English letters. In the second line print string s2, consisting of m uppercase English letters. If there are multiple valid strings, print any of them.
If the required pair of strings doesn't exist, print "Happy new year!" without the quotes.
3 2 2 2
AC AC
3 3 2 2
Happy new year!
3 0 2 2
AA AA
4 3 2 1
Happy new year!
4 2 2 1
Happy new year! 题意:转自 http://www.cnblogs.com/wuminye/p/3500422.html
【题目大意】
告诉你初始字符串S1、S2的长度和递推次数k, 使用类似斐波纳契数列的字符串合并的递推操作,使得最后得到的字符串中刚好含有x个"AC",现在要你构造出满足条件的S1和S2。
【分析】
最终结果中有些"AC"可能是应为在合并时一个字符串的尾部和另一个字符串的首部合并而成,这就跟原始字符串的首尾字符有关,不同的情况在K次递推后多产生的"AC"数是不同的,所以这里既要枚举下初始串的首尾字符,计算出因合并产生的"AC"数sum有多少。
现在可以忽略合并产生的"AC"了,假设S1中有a个"AC",S2中有b个"AC",则经过k次递推由这些"AC"组合成的"AC"数量为:fib[k-2]*a+fib[k-1]*b。
所以最终的结果为:
f[k]=fib[k-2]*a+fib[k-1]*b+sum;
f[k]=x 已知,sum可以枚举获得 ,于是只需枚举a 即可知道 a和b 的值,对于一组 a,b值看能否构造出符合条件的字符串就好了。
其实可以不用枚举a,用不定方程来解就好了,当a,b很大时速度更快。
#include<iostream>
#include<cstring>
#include<cstdlib>
#include<cstdio>
#include<algorithm>
#include<cmath>
#include<queue>
#include<map> #define N 105
#define M 15
#define mod 1000000007
#define mod2 100000000
#define ll long long
#define maxi(a,b) (a)>(b)? (a) : (b)
#define mini(a,b) (a)<(b)? (a) : (b) using namespace std; int k,n,m;
ll f[N];
int l[N];
int r[N];
ll z;
ll x;
void ini()
{
//k=0;
//memset(next,0,sizeof(next));
// memset(nexta,0,sizeof(nexta));
} void solve()
{ } int main()
{
int i,j;
int a,b,c,d;
int o,p;
//freopen("data.in","r",stdin);
// scanf("%d",&T);
// for(int cnt=1;cnt<=T;cnt++)
//while(T--)
while(scanf("%d%I64d%d%d",&k,&x,&n,&m)!=EOF)
{
for(i=;i<=n/;i++)
{
for(j=;j<=m/;j++)
{
for(a=;a<;a++)
for(b=;b<;b++)
for(c=;c<;c++)
for(d=;d<;d++)
{
if (i * + a + b > n||j * + c + d > m)continue;
f[]=i;f[]=j;f[]=i+j;l[]=c;r[]=d;
if(b== && c==) f[]++;
l[]=a;r[]=d;
for(z=;z<=k;z++){
f[z]=f[z-]+f[z-];
l[z]=l[z-];
r[z]=r[z-];
if(r[z-]== && l[z-]==) f[z]++;
} // printf(" i=%d %d %d %d %d d=%d f=%I64d\n",i,j,a,b,c,d,f[k]);
if(f[k]==x){
if(a==) printf("C");
for(o=;o<=i;o++){
printf("AC");
}
for(p=a+i*;p<n-b;p++){
printf("M");
}
if(b==) printf("A");
printf("\n"); if(c==) printf("C");
for(o=;o<=j;o++){
printf("AC");
}
for(p=c+j*;p<m-d;p++){
printf("M");
}
if(d==) printf("A");
printf("\n");
return ;
}
}
}
}
printf("Happy new year!\n");
//ini();
// solve();
// printf("%I64d\n",ans);
} return ;
}
CodeForces 379D 暴力 枚举的更多相关文章
- Codeforces Round #349 (Div. 1) B. World Tour 最短路+暴力枚举
题目链接: http://www.codeforces.com/contest/666/problem/B 题意: 给你n个城市,m条单向边,求通过最短路径访问四个不同的点能获得的最大距离,答案输出一 ...
- Codeforces Round #298 (Div. 2) B. Covered Path 物理题/暴力枚举
B. Covered Path Time Limit: 1 Sec Memory Limit: 256 MB 题目连接 http://codeforces.com/contest/534/probl ...
- Codeforces 425A Sereja and Swaps(暴力枚举)
题目链接:A. Sereja and Swaps 题意:给定一个序列,能够交换k次,问交换完后的子序列最大值的最大值是多少 思路:暴力枚举每一个区间,然后每一个区间[l,r]之内的值先存在优先队列内, ...
- CodeForces 742B Arpa’s obvious problem and Mehrdad’s terrible solution (暴力枚举)
题意:求定 n 个数,求有多少对数满足,ai^bi = x. 析:暴力枚举就行,n的复杂度. 代码如下: #pragma comment(linker, "/STACK:1024000000 ...
- D. Diverse Garland Codeforces Round #535 (Div. 3) 暴力枚举+贪心
D. Diverse Garland time limit per test 1 second memory limit per test 256 megabytes input standard i ...
- Codeforces Round #266 (Div. 2)B(暴力枚举)
很简单的暴力枚举,却卡了我那么长时间,可见我的基本功不够扎实. 两个数相乘等于一个数6*n,那么我枚举其中一个乘数就行了,而且枚举到sqrt(6*n)就行了,这个是暴力法解题中很常用的性质. 这道题找 ...
- Codeforces Round #253 (Div. 2)B(暴力枚举)
就暴力枚举所有起点和终点就行了. 我做这题时想的太多了,最简单的暴力枚举起始点却没想到...应该先想最简单的方法,层层深入. #include<iostream> #include< ...
- Codeforces Round #325 (Div. 2) B. Laurenty and Shop 有规律的图 暴力枚举
B. Laurenty and Shoptime limit per test1 secondmemory limit per test256 megabytesinputstandard input ...
- Gym 101194L / UVALive 7908 - World Cup - [三进制状压暴力枚举][2016 EC-Final Problem L]
题目链接: http://codeforces.com/gym/101194/attachments https://icpcarchive.ecs.baylor.edu/index.php?opti ...
随机推荐
- WPF中Canvas使用
首先知道Canvas有Left.Right.Top和Bottom这四个属性,放入Canvas的元素通过这四个属性来决定它们在Canvas里面的位置. 比如: Xaml: <Canvas Hori ...
- Java习题附答案
第一章练习题(Java入门) 1.下列哪项不是JDK所包含的内容?(选一项)C 红色代表正确答案 A.Java编程语言 B.工具及工具的API C.Java EE扩展API D.Java平台虚拟机 2 ...
- EMVS: Event-based Multi-View Stereo 阅读笔记
0. 摘要 EMVS目的:从已知轨迹的event相机,估计半稠密的3D结构 传统的MVS算法目的:从已知视点的图片集,去估计场景的稠密3D结构. EMVS2个固有属性: (1) 当传感器发生相对运 ...
- maven项目创建(eclipse配置
Eclipse相关配置: eclipse 设置默认编码为Utf-8 需要设置的几处地方为: Window --> Preferences --> General --> Conten ...
- Bootsrtap 面包屑导航(Breadcrums)
Bootstrap面包屑导航是一种基于网站层次信息显示的方式.以博客为例,面包屑导航可以显示发布日期,类别或标签,它们表示当前页面在导航层次结构内的位置. Bootstrap面包屑导航其实是一个简单的 ...
- GIMP图片头发的处理
1/选中图片,添加Alpha Channel 2/点击Duplicate Layer,复制图层: 3/接着需要调整一下色差,选中Color下的Curves,调节曲线,使背景看起来更白一点 4/选中Co ...
- 编译openwrt_MT7688_hiwooya
参考链接: 无涯论坛地址: http://www.hi-wooya.com/forum.php openwrt官网地址:https://openwrt.org/zh-cn/doc/howto/buil ...
- angular 列表渲染机制
watchCollection:监听集合元素的变化,而不能监听到集合元素内部的属性变化,只要集合中元素的引用没有发生变化,则认为无变化.用这个api也可以监听普通对象的第一层属性变化. watch:监 ...
- Kafka创建&查看topic,生产&消费指定topic消息
启动zookeeper和Kafka之后,进入kafka目录(安装/启动kafka参考前面一章:https://www.cnblogs.com/cici20166/p/9425613.html) 1.创 ...
- verilog behavioral modeling--sequential and parallel statements
1.Sequential statement groups the begin-end keywords: .group several statements togethor .cause the ...