Yesterday we have learn how to find the SVDI Serial Number, today one of customer from UK look our article and ask us, If i have problem of the SN number display , how can I sort it out? Please do not worry,  here we would tell you the detail steps h…

E. Ehab's REAL Number Theory Problem 数论+图论 求最小环 题目大意: 给你一个n大小的数列,数列里的每一个元素满足以下要求: 数据范围是:\(1<=a_i<=10^6\) \(a_i\) 最多只有7个因数 题目要求在这个数列找到一个最短的子数列,子数列的所有的数相乘是一个完全平方数. 题解: 这个题对于 \(x^{3}\) 应该等价于 \(x\) ,其实就是可以除去 \(a_i\)中的所有的平方项,显而易见,这个并不影响答案. 因为 \(a_i\) 最多只…

Ehab's REAL Number Theory Problem 前置知识 质数 分解质因数 无向无权图最小环<讲> Ehab's REAL Number Theory Problem/onCF 给 \(n\) 个数 \(a_i\)(\(a_i\) 的因数个数不超过 \(7\)),求最少选出多少个数,使得乘积为完全平方.无解输出 \(-1\). 数据范围:\(1\le n\le 10^5\),\(1\le a_i\le 10^6\). 没想到一场普通的 \(\texttt{CF}\) 比赛能…

题目: Mr. Panda is one of the top specialists on number theory all over the world. Now Mr. Panda is investigating the property of the powers of 2. Since 7 is the lucky number of Mr. Panda, he is always interested in the number that is a multiple of 7.…

题目大意:计算小于2^n,且满足2^k-1并且是7的倍数的个数 思路:优先打表,数据不大,1e5,然后求个前n项和 #include<bits/stdc++.h> using namespace std; ; int arr[N]; void inint(int x){ ; ;i<=x;i++){ t<<=; t%=; ) arr[i]=; } ;i<=x;i++) arr[i]=arr[i]+arr[i-]; } void solve(int xx){ int n;…

题目链接: http://codeforces.com/gym/101194/attachments https://icpcarchive.ecs.baylor.edu/index.php?option=com_onlinejudge&Itemid=8&page=show_problem&problem=5919 题意: 给出正整数 $N(1 \le N \le 10^5)$,询问对于正整数 $k$,有多少个小于 $2^N$ 的 $2^k-1$ 是 $7$ 的整数倍. 题解: $…

Solve the puzzle, Save the world! Problem Description In the popular TV series Heroes, there is a tagline "Save the cheerleader, Save the world!". Here Heroes continues, "Solve the puzzle, Save the world!".Finally, alien invaders visit…

Show_Lov Function is used to display list of values (LOV) in Oracle Forms. It returns TRUE if the user selects a value from the list, and FALSE if user not selects the value. Syntax You can pass the LOV ID to Show_Lov function to display the LOV.SHOW…

Prolbem link: http://oj.leetcode.com/problems/single-number/ This prolbem can be solved by using XOR(exclusive OR) operation. Let x, y, and z be any numbers, and XOR has following properties: x XOR 0 is itself, i.e. x XOR 0 = 0; x XOR x is 0, i.e. x…

611. Valid Triangle Number 1.Problem Given an array consists of non-negative integers, your task is to count the number of triplets chosen from the array that can make triangles if we take them as side lengths of a triangle. Example 1: Input: [2,2,3,…