SPOJ #11 Factorial】的更多相关文章

Counting trailing 0s of n! It is not very hard to figure out how to count it - simply count how many 5s. Since even numbers are always more than 5s, we don't have to consider even numbers. But counting 5, is tricky. Naive method is quite slow - I got…
参考高性能javascript for in 循环  使用它可以遍历对象的属性名,但是每次的操作都会搜索实例或者原型的属性 导致使用for in 进行遍历会产生更多的开销 书中提到不要使用for in 遍历数组 1 首先for in 会查找原型链上的属性 var arr = [1,2,3]; Array.prototype.a = "test"; for(var i in arr) { console.log(i); console.log(typeof i); }//在这里例子中会发…
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Factorial numbers are getting big very soon, you'll have to compute the number of divisors of such highly composite numbers. Input The first line contains an integer T, the number of test cases.On the next T lines, you will be given two integers N an…
传送门 双倍经验(弱化版本) 考虑求出来heightheightheight数组之后用增量法. 也就是考虑每增加一个heightheightheight对答案产生的贡献. 算出来是∑∣S∣−heighti+1−sai\sum|S|-height_i+1-sa_i∑∣S∣−heighti​+1−sai​ 代码: #include<bits/stdc++.h> #define ri register int using namespace std; const int N=5e4+5; int n…
传送门 这次fftfftfft乱搞居然没有被卡常? 题目简述:给你nnn个数,每三个数ai,aj,ak(i<j<k)a_i,a_j,a_k(i<j<k)ai​,aj​,ak​(i<j<k)组成的所有和以及这些和出现的次数. 读完题直接让我联想到了昨天写过的一道用fftfftfft优化点分治合并的题 ,这不是差不多嘛? 只是这一次的容斥要麻烦一些. 我们令原数列转化成的系数序列为{an}\{a_n\}{an​} 那么如果允许重复答案就应该是an3a_n^3an3​ 然后展…
2588: Spoj 10628. Count on a tree Time Limit: 12 Sec  Memory Limit: 128 MBSubmit: 5217  Solved: 1233[Submit][Status][Discuss] Description 给定一棵N个节点的树,每个点有一个权值,对于M个询问(u,v,k),你需要回答u xor lastans和v这两个节点间第K小的点权.其中lastans是上一个询问的答案,初始为0,即第一个询问的u是明文. Input 第一…
[codeforces 516]A. Drazil and Factorial 试题描述 Drazil is playing a math game with Varda. Let's define  for positive integer x as a product of factorials of its digits. For example, . First, they choose a decimal number a consisting of n digits that con…
Coding a Dijkstra is not hard. %70 of my time spent on tackling TLE, as my last post. Dijkstra works in BFS manner, but at each step, it picks the shortest child greedily and then relax all other neighbors. Data Structure: since there could be up to…
My first idea was Sieve of Eratosthenes, too. But obviously my coding was not optimal and it exceeded 6s time limit. Then I googled it. Sounds like Miller-Rabin Testing is a much more serious solution. http://www.cnblogs.com/feature/articles/1824667.…