[LeetCode] 292. Nim Game_Easy tag: Math
You are playing the following Nim Game with your friend: There is a heap of stones on the table, each time one of you take turns to remove 1 to 3 stones. The one who removes the last stone will be the winner. You will take the first turn to remove the stones.
Both of you are very clever and have optimal strategies for the game. Write a function to determine whether you can win the game given the number of stones in the heap.
Example:
Input:4
Output: false
Explanation: If there are 4 stones in the heap, then you will never win the game;
No matter 1, 2, or 3 stones you remove, the last stone will always be
removed by your friend. code
class Solution:
def nimGame(self, n):
return n%4 != 0
[LeetCode] 292. Nim Game_Easy tag: Math的更多相关文章
- LN : leetcode 292 Nim Game
lc 292 Nim Game 292 Nim Game You are playing the following Nim Game with your friend: There is a hea ...
- lintcode 394. Coins in a Line 、leetcode 292. Nim Game 、lintcode 395. Coins in a Line II
变型:如果是最后拿走所有石子那个人输,则f[0] = true 394. Coins in a Line dp[n]表示n个石子,先手的人,是必胜还是必输.拿1个石子,2个石子之后都是必胜,则当前必败 ...
- Java实现 LeetCode 292 Nim游戏
292. Nim 游戏 你和你的朋友,两个人一起玩 Nim 游戏:桌子上有一堆石头,每次你们轮流拿掉 1 - 3 块石头. 拿掉最后一块石头的人就是获胜者.你作为先手. 你们是聪明人,每一步都是最优解 ...
- LeetCode 292. Nim Game (取物游戏)
You are playing the following Nim Game with your friend: There is a heap of stones on the table, eac ...
- LeetCode 292. Nim Game
Problem: You are playing the following Nim Game with your friend: There to stones. The one who remov ...
- Java [Leetcode 292]Nim Game
问题描述: You are playing the following Nim Game with your friend: There is a heap of stones on the tabl ...
- 【算法功底】LeetCode 292 Nim Game
You are playing the following Nim Game with your friend: There is a heap of stones on the table, eac ...
- LeetCode 292 Nim Game 解题报告
题目要求 You are playing the following Nim Game with your friend: There is a heap of stones on the table ...
- [LeetCode] 441. Arranging Coins_Easy tag: Math
You have a total of n coins that you want to form in a staircase shape, where every k-th row must ha ...
随机推荐
- Javascript常见性能优化
俗话说,时间就是生命,时间就是金钱,时间就是一切,人人都不想把时间白白浪费,一个网站,最重要的就是体验,而网站好不好最直观的感受就是这个网站打开速度快不快,卡不卡. 当打开一个购物网站卡出翔,慢的要死 ...
- java(9)并发编程
整理自<java 并发编程的艺术> 1. 上下文切换 即使是单核处理器也支持多线程执行代码,CPU通过给每个线程分配CPU时间片来实现这个机制.时间片是CPU分配给各个线程的时间,因为时间 ...
- 题目1102:最小面积子矩阵(暴力求解&最大连续子序列)
题目链接:http://ac.jobdu.com/problem.php?pid=1102 详解链接:https://github.com/zpfbuaa/JobduInCPlusPlus 参考代码: ...
- 使用iLO远程管理HP系列服务器
iLO是Integrated Ligths-out的简称,是HP服务器上集成的远程管理端口,它是一组芯片内部集成vxworks嵌入式操作系统,通过一个标准RJ45接口连接到工作环境的交换机.只要将服务 ...
- HTML 5 Audio/Video DOM canplaythrough 事件在移动端遇到的坑
canplaythrough 事件定义和用法 当浏览器预计能够在不停下来进行缓冲的情况下持续播放指定的音频/视频时,会发生 canplaythrough 事件. 当音频/视频处于加载过程中时,会依次发 ...
- 阿里云服务器如何设置IPV6通过appstore的审核
苹果上架要求:要求支持IPV6only(因为阿里云主机没有IPV6only) 确认IPV6是否开启: 方式1:使用ifconfig查看自己的IP地址是否含有IPv6地址. 方式2.查看服务监听的IP中 ...
- ssh连接超时时间(ssh timeout)的设置方法
问题:当某台远程主机宕机时,ssh远程过去会耗费很多的时间去连接,结果还是会失败. 这个时候可以设置超时时间 ssh -o ConnectTimeout= 192.168.0.10
- 转基于概率的矩阵分解原理详解(PMF)
上一篇博客讲到了推荐系统中常用的矩阵分解方法,RegularizedMF是对BasicMF的优化,而PMF是在RegularizedMF的基础上,引入概率模型进一步优化.假设用户U和项目V的特征矩阵均 ...
- Visual Studio启用64位 IIS Express 解决 x64位的dll 而出现 未能加载文件或程序集“xxxxxxxx”或它的某一个依赖项。试图加载格式不正确的程序。
- 被included或者被required的文件都来自哪里呢
过PHP,你可以使用不同函数帮助你重用代码.具体用到的函数取决于你打算重用的内容. 主函数如下: * include() and include_once() * require() and requ ...