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打造有趣工程CTF竞赛:系统建置与跨领域题目设计攻略

工程师跨领域参与CTF竞赛常面临题目单一与时间有限的挑战,透过精心设计的PHP+json系统与多元题目策略,促进团队交流与技术提升,90分钟内达成高参与度与解题平衡,打造成功且有趣的工程CTF活动。

打造有趣工程CTF竞赛:系统建置与跨领域题目设计攻略

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如何打造一场有趣的工程CTF竞赛

Capture The Flag 竞赛建置与题目发想

关于 CTF

Capture The Flag 夺旗简称 CTF;是一种源于西方的运动,在现代也常见于漆弹、第一人称射击游戏中;原始概念是分组进行,各组需要保护自己的旗帜不被抢走另一方面也要想办法得到别组的旗帜;应用在计算机领域就是「入侵攻防战」首先找到自己的漏洞保护好不被入侵,另一方面制造零时差攻击从其他队伍抢夺分数。

以上属于标准甚至可以说是「进阶」的 CTF 比赛方式,要在企业内部Run一场 CTF 比赛还会有其他现实考量:

  1. 举办 CTF 比赛的目的除了提升技术能力外还有 促进工程师之间的交流

  2. 工程师各有所长,有Front-End、Back-End、APP、DevOps;若希望大家都能参与,出题方向就不能太针对某个领域(如:网路、PHP)

  3. 分组要能强弱、更领域专长平均分散

  4. 活动时间顶多一个下午

  5. 举办 CTF 比赛属于主要工作业务之外的Side Project,没有太多的资源跟时间

综合以上因素,与其说是一场 CTF比赛,不如说是场:

分组解谜累积旗帜积分&促进工程师之间交流的活动

属于初阶的 CTF比赛!

活动目标

  1. 提升工程技术能力

  2. 促进工程师之间交流

  3. 激发大家探索事物的热忱、敏锐度

  4. 有趣,无趣的事做起来很痛苦

3、4项是我自己加入的,我对这个活动的期望不只是实务面;更希望透过有趣的方式提升大家对探索、学习新事物的热忱,就如同日常工作一般;不应该只做码农,而是要想办法自我突破继续向前!

比赛规则

  1. 将工程师依照专长、强弱平均分组

  2. 比赛时间:90分钟

  3. 题目一共出了12题,提供3次花费得分购买提示的机会

  4. 提示购买花费依照时间递减(越早买越贵)

  5. 每题有基本得分+时间得分(越早解越多)

  6. 选择开启某个题目答题后,将锁定只能回答该提或其他已开启的题目;直到该提通过或锁定时间结束 (会有这条规则是因为活动主要希望组员之间能交流一起脑力激荡,而不是分工解题)

  7. 每题分数、提示花费、锁定时间依照题目难易度各有所不同

  8. 胜利条件:累积得分最高获胜,若分数一样则比较解题时间

  9. 获胜队伍有$$

如何打造?

活动规则跟目标都厘清之后,再来的重头戏就是如何打到一场 CTF比赛?

此部分要分两个章节说明, 第一是打造能进行 CTF比赛的系统第二是 比赛题目的发想

1.打造能进行 CTF比赛的系统

这部分需要具备前端跟后端相关技术才能实作,如果不熟悉就只能请其他同事帮忙啰。

前端: Semantic UI

后端:PHP+json档储存资料

因为时间有限,所以比赛系统的部分以简单稳定快速搭建为主;这边前端介面直接套用 Semantic UI 这套Framework;后端使用老本行PHP撰写,无使用Framework,资料储存部分也直接使用json档做存放,无使用资料库;一切从简,也比较不会有问题(例如有人想攻击比赛系统直接获得答案)。

入口页:

以有趣为出发点,入口页使用BBC影集Sherlock的梗:

手机解锁密码 S H E R

手机解锁密码 S H E R

这四格输入框用来输入各组得到的识别码(4位数),例如:输入第一组:「1432」、第二组:「8421」,用来识别要答题的组别。

至于各组的识别码这边我多埋了一个梗,识别码呈现如下:

有看出来四位数字识别码了吗?没有的话请离萤幕远一点看看。

…….

……………

…………………

………………………

…………………………….

………………………………….

……………………………. .

……………………….

………………. .

…………

…….

. .

解答:第一组的识别码是 8291

输入之后就会进入比赛系统主页-题目列表:

上方显示: Team 1 组别、提示券剩余张数

中间题目区: 题目名称、描述、通过获得分数、锁定时间、购买提示、提示显示

滑鼠移入会显示时间分数、提示价格

滑鼠移入会显示时间分数、提示价格

下方显示: Total 目前总分

后端及其他逻辑: 题目列表页每秒会用Ajax跟后端要当前答题状况,后端读取、记录答题状况在各组的json档;按解锁答题时会记录时间、时间未到无法解锁其他题目、答题通过写入完成时间、时间分数、提示价格会依照花费时间递增递减。

比赛系统大致上如此,不过重点不在于比赛系统,而是题目本身!

有不有趣、能不能让所有人参与、有没有逻辑、新不新奇…真的很难发想

让我们赶进进入重点吧!

2.比赛题目的发想

首先介绍我所发想的5个题目

1.通往魔法学院的大门

题目说明: 你会得到一串金钥,要想办法使用这把钥匙解出咒语,输入在咒语输入框;下方有验证码栏位需要输入,按验证进行答题。

解答:

本题考的是资安及编码问题;平台加解密漏洞接口运用,若在网站设计时所有的加密解密都使用同一套方式、同一把钥匙,我们就能运用这个弱点去解开加密内容得到原始资料!

可以看到验证码的部分是 ./image.php?token=AD0HbwdgVDw= 这里就提供一个解密的接口,所以我们可以试试把上方的加密金钥带入:

即可得到解密后的字串:LiveALifeYouWillRemeber

输入到咒语输入框后即可通关!

2.请带我回到1937年的上海!

题目说明: 要想办法输入年/月/日送出到后端,让后端判别成是1937年;年份输入范围(1947~2099)无法直接输入1937年。

解答:

本题旨不在如何绕过前端判断,因为后端有处理所以无法绕过;本题主要考的是 32位元电脑2038年问题 ,因为位元数限制32位元的timestamp最多只能显示到2038年1月19日03:14:07,超过将会溢位回到1901年1月1日;因此可以透过往后推算输入 2073–02–06 到 2074–02–05 都会落在1937年,输入这范围的日期后即可传送成功!

[维基百科](https://zh.wikipedia.org/wiki/2038%E5%B9%B4%E9%97%AE%E9%A2%98#/media/File:Year_2038_problem.gif){:target="_blank"}

维基百科

3.神鬼交锋

题目说明: 要想办法收取一个第三方(你无法登入的信箱)的密码重设信,完成重设别人的密码。

解答:

本题需要更多的敏锐度,首先先使用自己可以收信的信箱做密码重设;我们收到的信件如下:

1
您的密码重设连结:http://ctf.zhgchg.li/10/reset.php?requestid=OTk= 如跟您无关联,无须理会此封信,谢谢!

我们可以发现密码重设请求是透过requestid这个参数去识别,我们得到的值是 OTk= ,看起来是base64?,试试看吧:

[base64 decode and encode](https://www.base64decode.org/){:target="_blank"}

base64 decode and encode

我们可以得到参数的值是99,再重复请求一次密码重设得到100,因此可以推测密码重设请求是流水号,下一号就是101,这时再回到原本要绕过的信箱按重设密码请求,我们就能自行伪造组合出密码重设连结,进而偷偷重设别人的密码。

将101 Encode Base64 => MTAx,伪造网址: http://ctf.zhgchg.li/10/reset.php?requestid=MTAx ,随意输入密码后按下密码重设即可通关!

4.马甲大师

题目说明: 你需要生出10组Gmail信箱(Gmail托管信箱),收取解答信。

解答:

本题当然可以暴力破解,但公司信箱是不能随意注册的;除非找到10个人帮你收信不然无法解答。

本题关键是 Gmail信箱/Gmail托管信箱,由于公司信箱是Gmail托管信箱;所以也有Gmail信箱的特性:可以使用「.」、「+」创造出无限的分身信箱,「.」可以放在帐号任意位置、「+」可以放在最后+任何数字

例如:主信箱是 zhgchgli@gmail.com ,但z.hgchgli@gmail.com、zh.gchgli@gmail、zhgchgli+1@gmail.com、zhgchgli+25@gmail.com…都会寄到 zhgchgli@gmail.com 主信箱,一个信箱就能创造出多个身份!

这体主要在提醒大家在做帐号注册时要多过滤掉这些字符,以免让有心人利用注册大量假帐号。

收取完10封信就能组合出解答所在网址,进入网址后即可通关!

5.时间机器

题目说明: 跟第3题神鬼交锋有点像,要想办法收取一个第三方(你无法收取简信)的手机简讯验证码(4位数字),完成登入别人的帐号。

解答:

本题较冷门困难,主要模拟旁路时序攻击,系统登入验证包含复杂演算法,在处理验证资讯时会有时差出现(例如:输入对1码处理比较久. .全错马上就返回了,很快);透过观察这些时差我们从 0000 开始一位一位去尝试,尝试 2000 时发现处理了一秒,我们可以得知第一位是 2 ;再继续尝试 2100 还是一秒, 2200 时又更慢了,变两秒…再继续试第三位、第四位最后就能直接获得解答「 2256

本题只是模拟此种攻击,后端处理直接用sleep模拟非实际有复杂的演算法,一般在网页、APP开放上也较少遇到这种攻击;一放面是处理资讯都不够复杂到会有明显时差、另一方面还有网路因素影响,不好判断。

关于旁路攻击详细可参考此篇文章:

[30 分钟理解 CORB 是什么 — 旁路攻击(side-channel attacks)](https://segmentfault.com/a/1190000016126079){:target="_blank"}

30 分钟理解 CORB 是什么 — 旁路攻击(side-channel attacks)

以上是我发想的5题,下面继续介绍同事们提供的剩下7题题目。

1.贞子出镜

贞子图取自网路

贞子图取自网路

题目说明: 题目就是一张贞子图,要在上方对话输入框输入贞子想说的话,即可通关。

解答:

本题考大家知不知道图片能塞其他资讯的概念,关键在这张图的原图:

贞子图取自网路

贞子图取自网路

这张图已经偷偷压缩一个文字档在里面(实际作法请参考: How To Hide A ZIP File Inside An Image On Mac [Quicktip] ,这边要注意Win/Mac的问题)

所以我们只要简单的在Commone unzip 这张图就能获得通关字串:

在输入框输入「YOUHAVENOIDEA」即可通关!

补充:

关于图片隐藏资讯部分,这边还有另一种方式,使用「 图像隐码术(Steganography)

[图像隐码术(Steganography)与恶意程式:原理和方法](https://blog.trendmicro.com.tw/?p=12510){:target="_blank"}

图像隐码术(Steganography)与恶意程式:原理和方法

简单来说就将像素色码的颜色值做手脚藏资讯,实际图片已变但肉眼无法分辨出来。

这题怕大家走这个方向,所以也在图片里做了隐码,走这条路的人可以获得提示:

[Steganography Online](https://stylesuxx.github.io/steganography/){:target="_blank"}

Steganography Online

将图片上传至线上隐码解码工具即可获得提示。

2.凯萨大帝的摩斯密码

素材图片取自网路

素材图片取自网路

题目说明: 试解出题目所提供的摩斯密码所含的意思(一句英文)。

解答:

本题相当直白,第一步就是先解出摩斯密码代表的英文字母「 VYYXI DN HT GDAZ

[摩斯密码翻译器](https://mathsking.net/morse.htm){:target="_blank"}

摩斯密码翻译器

然后再做凯萨密码解密,当我们尝试到偏移量5时可以得到一句有意义的英文句子「 addcn is my life」,即为答案!

[凯萨密码解密工具](http://ctf.ssleye.com/caesar.html){:target="_blank"}

凯萨密码解密工具

3.你觉得是什么?

打开这题的网页就是一堆乱码,完整如下:

1
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

题目说明: 从这堆乱码中找到答案。

解答:

其实这题也相当直白,不需想太多;常使用编码的人应该能发现这堆乱码就只是base64的字串,我们先把他 解回去 ,得到:

1
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

从开头可以知道这是一张图片的base64压缩图,我们把以上编码直接贴到浏览器网址列就能得到解答所在网址,进入网址后即可通关!

4.冲出封锁线

题目说明: 这题一打开就是显示这题的PHP程式,要想办法用GET参数绕过判断执行else里面的setPassedCookie( );方法。

解题:本题是一个蛮常用但却很少人知道的PHP漏洞,详细介绍如下:

[ctf中常见的PHP漏洞小结](https://xz.aliyun.com/t/3085){:target="_blank"}

ctf中常见的PHP漏洞小结

题目有稍微改过,这题的答案是:?m.id[ ]=admin

5.渗透的考验、6.渗透的考验2

这两题都是入门的基础XSS题目这边就不做赘述。

这题由于解答我放在前端,这边使用了一个提供不可逆加密的JS网站: https://www.sojson.com/jsobfuscator.html

(虽然我不确定是否为真?反正有办法破解的话也就当他通过吧!)

7.月光宝盒

这题是从解谜APP拉出来的题目,这边也不做展示。

总结

比赛系统大约花一周时间建置,题目大约花了三个月慢慢慢凑齐(要有灵感);比赛也已圆满落幕,得到的反馈都还不错~「有趣好玩」;这也是我的初心,希望大家以有趣为出发点去探索、脑力激荡;所以不管是题目名称(都很电影)、题目方向,都不会有太深入工程、计算的东西,这样就太死不有趣了!

另外,这边附上题目回答率,当做难易度参考:

当初在出题的时候最怕的就是题目太简单大家很快就解完或题目太难大家都卡关,两种状况都很尴尬。

以上题目实际比赛结果(比赛时间:90分钟)符合我们的期望,刚刚好!不会太难获太简单,第一名的组别解了9题,即使是最后一名的组别也解了7题;非常接近,但因为有时间分数、购买提示的因素,所以最后还是分得出高下!

比较意外的是通往魔法学院的大门…居然没人解出来QQ

以上就是这次举办工程CTF大赛的总整理

Addcn 2019 CTF

Addcn 2019 CTF

延伸阅读

有任何问题及指教欢迎 与我联络


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