题目链接:http://acm.csu.edu.cn/csuoj/problemset/problem?pid=2021 Description Everybody loves big numbers (if you do not, you might want to stop reading at this point). There are many ways of constructing really big numbers known to humankind, for instanc…

Description Everybody loves big numbers (if you do not, you might want to stop reading at this point). There are many ways of constructing really big numbers known to humankind, for instance: Exponentiation: 422016=42⋅42⋅...⋅422016 ti…

Description Everybody loves big numbers (if you do not, you might want to stop reading at this point). There are many ways of constructing really big numbers known to humankind, for instance: Exponentiation: 422016=42⋅42⋅...⋅422016 ti…

Exponial 题目 http://exam.upc.edu.cn/problem.php?cid=1512&pid=4 欧拉降幂定理:当b>phi(p)时,有a^b%p = a^(b%phi(p)+phi(p))%p 这题做的难受....看到题目我就猜到肯定用到欧拉降幂,然后就毫无目的地找规律.然后发现不同地取欧拉函数会变成0,然后内心毫无波动.....可能不怎么会递归 思路:当n>=6时,欧拉降幂定理一定适用,因为f(5)>1e9,也就是一定有欧拉降幂定理的b>phi…

A. Artwork 倒过来并查集维护即可. #include<cstdio> #include<algorithm> using namespace std; const int N=1111; int n,m,q,i,j,ce; bool black[N][N]; bool v[N*N]; int f[N*N]; int res; int ans[N*N],id[N][N],cnt; struct P{ int x,y; P(){} P(int _x,int _y){x=_x,…

A .Artwork pro:给定N*M的白色格子,然后Q次黑棒,输出每次加黑棒后白色连通块的数量.(N,M<1e3, Q<1e4) sol:倒着离线做,并查集即可. (在线做法:https://www.cnblogs.com/asdfsag/p/10485607.html #include<bits/stdc++.h> #define ll long long #define rep(i,a,b) for(int i=a;i<=b;i++) using namespace…

题目描述 Illustration of exponial(3) (not to scale), Picture by C.M. de Talleyrand-Périgord via Wikimedia Commons Everybody loves big numbers (if you do not, you might want to stop reading at this point). There are many ways of constructing really big nu…

A Artwork B Bless You Autocorrect! C Card Hand Sorting D Daydreaming Stockbroker 贪心,低买高卖,不要爆int. #include <cstdio> #include <cstring> #include <algorithm> #include <iostream> using namespace std; typedef long long LL; const int max…

https://www.cnblogs.com/31415926535x/p/11447033.html 曾今一时的懒,造就今日的泪 记得半年前去武大参加的省赛,当时的A题就是一个广义欧拉降幂的板子题,后来回来补了一下,因为没有交的地方,于是就测了数据就把代码扔了,,,然后,,昨天的南京网络赛就炸了,,,一样的广义欧拉降幂的板子题,,然后因为忘记了当初自己想出来的那中写法,,一直想着回想起之前的写法,,然后到结束都没弄出来,,,emmmm,, 赛后看了一下别人的解法,,别人的处理方法很巧妙,,当…