一道ACM问题(数论)Problem DescriptionDouBiXp has a girlfriend named DouBiNan.One day they felt very boring and decided to play some games.The rule of this game is as following.There are k balls on the desk.Every ball has a value and the valu

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一道ACM问题(数论)Problem DescriptionDouBiXp has a girlfriend named DouBiNan.One day they felt very boring and decided to play some games.The rule of this game is as following.There are k balls on the desk.Every ball has a value and the valu
一道ACM问题(数论)
Problem Description
DouBiXp has a girlfriend named DouBiNan.One day they felt very boring and decided to play some games.The rule of this game is as following.There are k balls on the desk.Every ball has a value and the value of ith (i=1,2,...,k) ball is 1^i+2^i+...+(p-1)^i (mod p).Number p is a prime number that is chosen by DouBiXp and his girlfriend.And then they take balls in turn and DouBiNan first.After all the balls are token,they compare the sum of values with the other ,and the person who get larger sum will win the game.You should print “YES” if DouBiNan will win the game.Otherwise you should print “NO”.
Input
Multiply Test Cases.
In the first line there are two Integers k and p(1

一道ACM问题(数论)Problem DescriptionDouBiXp has a girlfriend named DouBiNan.One day they felt very boring and decided to play some games.The rule of this game is as following.There are k balls on the desk.Every ball has a value and the valu
#include <iostream>
using namespace std;

int main() {
int k, p;
while (cin >> k >> p) {
if (k / (p - 1) % 2) {
cout << "YES" << endl;
}
else {
cout << "NO" << endl;
}
}
}

 

思路

当 i 是 p-1 的倍数的时候, 第i个小球的价值是p-1
否则小球的价值是0

一道ACM问题(数论)Problem DescriptionDouBiXp has a girlfriend named DouBiNan.One day they felt very boring and decided to play some games.The rule of this game is as following.There are k balls on the desk.Every ball has a value and the valu acm的一道c语言问题 请教一道数论竞赛题 求数论知识 怎么算(a/b)%c 比如说:对于一个给定的正整数n求另一个正整数 满足m>=((6^n-1)/30)%2011其实是一道acm题 公式推出来是这样 不知道怎么破了http://acm.hdu.edu.cn/showproblem.php?pid=4599 数论相关问题 一道acm问题,感激不尽!三角形数量 Time Limit:2000ms,Special Time Limit:5000ms,Memory Limit:65536KB Total submit users:17,Accepted users:7 Problem 10574 :No special judgement Problem description 当两个三角形由完全一样的3条棍 初等数论的整除问题 ACM数论 梅森素数检测问题如果数M(p) = 2^p - 1,且p和M(p)都是素数,我们称M是梅森素数.现给出一个整数p(1 一道acm题,Problem H:Groups (I)Time Limit:1000MS Memory Limit:65536KTotal Submit:93 Accepted:31 Description  There are n people in the class and person pi has his value vi.Now,we'd like to put them into different groups.In each group,there must 大学数论问题,求第18题 谁会这道初等数论整除问题 初等数论中的同余问题 一道 sat math problem 一道初中奥数题(数论)任意十个连续的自然数,求证其中至少有一个与其余九个互质. acm数论题目 a^b^c mod 1000000007 如何快速幂.数据范围三个数都小于 1000000000. ACM一道题数组范围要求很大,总是超时Time Limit:4000 ms Memory Limit:65536 KB包子和饺子在上数论课的时候,老师介绍一种有趣的数对,名曰:亲和数对.如果x和q称为亲和数对,则x的真因数之和等于q,且q 关于数论的问题 若(a,b)=1 求证(a²+b²,a)=1 一道ACM题目(解释一下题意)http://acm.hrbeu.edu.cn/index.php?act=problem&proid=6060主要是这段话不理解:Factorials grow very rapidly--5! = 120, 10! = 3,628,800. One way of specifying such large numbers is by specifying the number of