链接:http://pan.baidu.com/s/1eS9JNP4 密码:ltl4

本体分析比较简单,算法是解一个22元一次方程

这里引入了numpy这样一个python库,灰常强大

import numpy

NUM=0x16
matrix=[[0 for i in range(NUM)] for j in range(NUM)]
strings = [
"ThelightTokeepinmindtheholylight",
"Timeismoneymyfriend",
"WelcometotheaugerRuiMa",
"Areyouheretoplayforthehorde",
"ToarmsyeroustaboutsWevegotcompany",
"Ahhwelcometomyparlor",
"Slaytheminthemastersname",
"YesrunItmakesthebloodpumpfaster",
"Shhhitwillallbeoversoon",
"Kneelbeforemeworm",
"Runwhileyoustillcan",
"RisemysoldiersRiseandfightoncemore",
"LifeismeaningleshThatwearetrulytested",
"BowtothemightoftheHighlord",
"ThefirstkillgoestomeAnyonecaretowager",
"Itisasitshouldbe",
"Thedarkvoidawaitsyou",
"InordertomoregloryofMichaelessienray",
"Rememberthesunthewellofshame",
"Maythewindguideyourroad",
"StrengthandHonour",
"Bloodandthunder"
] verify=[
0x000373ca,
0x00031bdf,
0x000374f7,
0x00039406,
0x000399c4,
0x00034adc,
0x00038c08,
0x00038b88,
0x00038a60,
0x0002b568,
0x00032471,
0x00037dea,
0x00036f97,
0x000378e4,
0x00038706,
0x00029010,
0x00034c23,
0x00038ef8,
0x00038e29,
0x0003925e,
0x0002b5fc,
0x0002584e
] def gen_matrix():
for i in range(NUM):
for j in range(NUM):
matrix[i][j]=0 for i in range(NUM):
for j in range(len(strings[i])):
if j>=NUM:
break
matrix[i][j]=ord(strings[i][j]) if __name__=='__main__':
gen_matrix()
verify=numpy.array(verify)
matrix=numpy.array(matrix)
a=numpy.linalg.solve(matrix,verify)
print a
b=[ 104, 99, 116,102,123,76,74,95,121,54,  99, 100, 99,
95, 113, 119, 101, 101, 114, 116, 33, 125]
c=''
for i in b:
c+=(chr(i))
print c

Reverse-Daily(2)-wow的更多相关文章

  1. HDOJ(HDU) 4847 Wow! Such Doge!(doge字符统计)

    Problem Description Chen, Adrian (November 7, 2013). "Doge Is An Ac- tually Good Internet Meme. ...

  2. hdu4847 Wow! Such Doge!(简单题+坑爹的输入)

    转载请注明出处:http://blog.csdn.net/u012860063?viewmode=contents 题目链接:http://acm.hdu.edu.cn/showproblem.php ...

  3. hdu4847 Wow!Such Doge!【字符串】【暴力】

    Wow! Such Doge! Time Limit: 2000/1000 MS (Java/Others)    Memory Limit: 32768/32768 K (Java/Others)T ...

  4. hdu4847 Wow! Such Doge! KMP

    Chen, Adrian (November 7, 2013). “Doge Is An Ac- tually Good Internet Meme. Wow.”. Gawker. Retrieved ...

  5. (KMP 水)Wow! Such Doge! -- hdu -- 4847

    http://acm.hdu.edu.cn/showproblem.php?pid=4847 Wow! Such Doge! Time Limit:1000MS     Memory Limit:32 ...

  6. HNU 13411 Reverse a Road II(最大流+BFS)经典

    Reverse a Road II Time Limit: 10000ms, Special Time Limit:25000ms, Memory Limit:65536KB Total submit ...

  7. HDU 4847 Wow! Such Doge!

    Wow! Such Doge! Time Limit: 2000/1000 MS (Java/Others)    Memory Limit: 32768/32768 K (Java/Others)T ...

  8. LeetCode 7. Reverse Integer

    Reverse digits of an integer. Example1: x = 123, return 321 Example2: x = -123, return -321 Have you ...

  9. 【uwp】浅谈China Daily 中划词翻译的实现

    学习uwp开发也有一段时间了,最近上架了一个小应用(China Daily),现在准备将开发中所学到的一些东西拿出来跟大家分享交流一下. 先给出应用的下载链接:China Daily , 感兴趣的童鞋 ...

  10. [转] 评 WOW技能天赋设计

    本文转至:http://bbs.chinaunix.net/thread-1692302-8-1.html(只作转载, 不代表本站和博主同意文中观点或证实文中信息)再比如,传说中的面向对象本该大显神威 ...

随机推荐

  1. 图片上传本地预览。兼容IE7+

    基于JQUERY扩展,图片上传预览插件 目前兼容浏览器(IE 谷歌 火狐) 不支持safari 预览地址:http://www.jinbanmen.com/test/1.html js代码:/**名称 ...

  2. Hadoop安装指引

    pre.ctl { font-family: "Liberation Mono", monospace } p { margin-bottom: 0.25cm; line-heig ...

  3. iOS及Mac开源项目和学习资料【超级全面】

    UI 下拉刷新 EGOTableViewPullRefresh – 最早的下拉刷新控件. SVPullToRefresh – 下拉刷新控件. MJRefresh – 仅需一行代码就可以为UITable ...

  4. [问题2014S04] 复旦高等代数II(13级)每周一题(第四教学周)

    [问题2014S04]  设 \(A\in M_n(\mathbb{C})\) 为可对角化的 \(n\) 阶复方阵, \(f(x)\in\mathbb{C}[x]\) 为复系数多项式, 证明: \[B ...

  5. 定时器图片轮播淡入淡出基本功能已实现,正在修改BUG中。。(附图效果和源代码)

    用JQ写的源码如下: 实现功能: 1,图片自动按顺序轮播,轮播选中的图片透明度为1,其他为0.1: 2,鼠标停在的图片上透明度为1,其他为0.1: 3,鼠标离开,继续轮播,起始位置为鼠标停在的图片的下 ...

  6. 11.安装KVM虚拟机

    安装KVM虚拟机是一大难题,不按照虚拟机物理机128G内存和强劲的CPU无法充分利用.也不便于后面的jenkins自动部署.安装KVM虚拟机过程我是借鉴了网上下载的马哥linux   KVM那块的内容 ...

  7. xml资源getStringArray(R.array.xxx)方法

    在res/values/下新建menu_names.xml 代码如下: <?xml version="1.0" encoding="utf-8"?> ...

  8. picasso-强大的Android图片下载缓存库

    编辑推荐:稀土掘金,这是一个针对技术开发者的一个应用,你可以在掘金上获取最新最优质的技术干货,不仅仅是Android知识.前端.后端以至于产品和设计都有涉猎,想成为全栈工程师的朋友不要错过! pica ...

  9. Deep Learning 17:DBN的学习_读论文“A fast learning algorithm for deep belief nets”的总结

    1.论文“A fast learning algorithm for deep belief nets”的“explaining away”现象的解释: 见:Explaining Away的简单理解 ...

  10. gcc -fvisibility=hidden,-fPIC选项

    1. http://www.tuicool.com/articles/fy6Z3aQ 2. http://www.ibm.com/developerworks/cn/linux/l-cn-sdlsta ...