CISCN2021东北赛区-Maple

参赛队员：

x0r，b477eRy，f1oat

总结

最终成绩：3627

最终排名：13

一血数量：3

本次比赛前期一切顺利，后期感觉被py爆了，结果名次就拉了下来，整体题目全部都偏向MISC，打的很迷惑，但是算不上难（RE除外），希望下次国赛能进决赛看看...

MISC

MISC_签到

打开以后压缩包内有一个二维码文件，利用压缩包内的二维码扫描器扫描后即可得到flag

Sudoku

根据题目判断是一个数独解密，下载以后在压缩包内有一个flag压缩包和一个数独游戏的excel表格，打开以后是一个数独游戏，直接放入z3解密工具解出答案以后按照从左上到右下的对角线顺序依次输入以后解开flag压缩包得到最终结果

Vigenère

下载文件后使用binwalk解出一个b.txt文件，根据题目标题判断是维吉尼亚密码，但是没有找到key，用脚本爆破

import itertools

import string

import sys

import textwrap

"""

Run this script in a shell with the ciphertext to decode on STDIN

"""

####################################################################################################

# Vienere encryption and decryption functions

####################################################################################################

def vigenere(plaintext, key, a_is_zero=True):

    key = key.lower()

    if not all(k in string.ascii_lowercase for k in key):

        raise ValueError("Invalid key {!r}; the key can only consist of English letters".format(key))

    key_iter = itertools.cycle(map(ord, key))

    return "".join(

        chr(ord('a') + (

            (next(key_iter) - ord('a') + ord(letter) - ord('a'))    # Calculate shifted value

            + (0 if a_is_zero else 2)                               # Account for non-zero indexing

            ) % 26) if letter in string.ascii_lowercase             # Ignore non-alphabetic chars

        else letter

        for letter in plaintext.lower()

    )

def vigenere_decrypt(ciphertext, key, a_is_zero=True):

    # Decryption is encryption with the inverse key

    key_ind = [ord(k) - ord('a') for k in key.lower()]

    inverse = "".join(chr(ord('a') +

            ((26 if a_is_zero else 22) -

                (ord(k) - ord('a'))

            ) % 26) for k in key)

    return vigenere(ciphertext, inverse, a_is_zero)

def test_vigenere(text, key, a_is_zero=True):

    ciphertext = vigenere(text, key, a_is_zero)

    plaintext  = vigenere_decrypt(ciphertext, key, a_is_zero)

    assert plaintext == text, "{!r} -> {!r} -> {!r} (a {}= 0)".format(

        text, ciphertext, plaintext, "" if a_is_zero else "!")

# Test that the Vigenere encrypt and decrypt work (or are at least inverses)

for text in ["rewind", "text with spaces", "pun.ctuation", "numb3rs"]:

    for key in ["iepw", "aceaq", "safe", "pwa"]:

        test_vigenere(text, key, True)

        test_vigenere(text, key, False)

# Now that we're sure that all the vigenere stuff is working...

####################################################################################################

# Cipher solver

####################################################################################################

# From http://code.activestate.com/recipes/142813-deciphering-caesar-code/

ENGLISH_FREQ = (0.0749, 0.0129, 0.0354, 0.0362, 0.1400, 0.0218, 0.0174, 0.0422, 0.0665, 0.0027, 0.0047,

                0.0357, 0.0339, 0.0674, 0.0737, 0.0243, 0.0026, 0.0614, 0.0695, 0.0985, 0.0300, 0.0116,

                0.0169, 0.0028, 0.0164, 0.0004)

def compare_freq(text):

    """

    Compare the letter distribution of the given text with normal English. Lower is closer.

    Performs a simple sum of absolute difference for each letter

    """

    if not text:

        return None

    text = [t for t in text.lower() if t in string.ascii_lowercase]

    freq = [0] * 26

    total = float(len(text))

    for l in text:

        freq[ord(l) - ord('a')] += 1

    return sum(abs(f / total - E) for f, E in zip(freq, ENGLISH_FREQ))

def solve_vigenere(text, key_min_size=None, key_max_size=None, a_is_zero=True):

    """

    Solve a Vigenere cipher by finding keys such that the plaintext resembles English

    Returns:

        the first and second best from the set of best keys for each length

    This is not a brute force solver; instead, it takes advantage of a weakness in the cipher to

    solve in O(n * K^2) where n is the length of the text to decrypt and K is the length of the

    longest key to try.

    The idea is that for any key length, the key is used repeatedly, so if the key is of length k

    and we take every k'th letter, those letters should have approximately the same distribution as

    the English language on a whole. Furthermore, since each letter in the key is independent, we

    can perform the analysis for each letter in the key by taking every k'th letter at different

    starting offsets. Then, since the letters in the key are independent, we can construct the best

    key for a given length by simply joining the best candidates for each position.

    """

    best_keys = []

    key_min_size = key_min_size or 1

    key_max_size = key_max_size or 20

    text_letters = [c for c in text.lower() if c in string.ascii_lowercase]

    for key_length in range(key_min_size, key_max_size):

        # Try all possible key lengths

        key = [None] * key_length

        for key_index in range(key_length):

            letters = "".join(itertools.islice(text_letters, key_index, None, key_length))

            shifts = []

            for key_char in string.ascii_lowercase:

                shifts.append(

                    (compare_freq(vigenere_decrypt(letters, key_char, a_is_zero)), key_char)

                )

            key[key_index] = min(shifts, key=lambda x: x[0])[1]

        best_keys.append("".join(key))

    best_keys.sort(key=lambda key: compare_freq(vigenere_decrypt(text, key, a_is_zero)))

    return best_keys[:2]

CIPHERTEXT = sys.stdin.read().strip()

print "Solving Vigenere cipher:"

print "*" * 80

print textwrap.fill(CIPHERTEXT, 80)

print "*" * 80

for key in reversed(solve_vigenere(CIPHERTEXT)):

    print ""

    print "Found key: {!r}".format(key)

    print "Solution:"

    print "=" * 80

    print textwrap.fill(vigenere_decrypt(CIPHERTEXT, key))

    print "=" * 80

得出了keyfaisnigslk并得到了明文，最后MD5哈希后提交即为flag

flagpng

png宽爆破，使用crc32fix工具修复后flag直接写脸上了。

easy_rsa

密码学的模板题...不知道怎么说，直接有现成的解密脚本

import ContinuedFractions, Arithmetic, RSAvulnerableKeyGenerator

import binascii

def hack_RSA(e,n):

    '''

    Finds d knowing (e,n)

    applying the Wiener continued fraction attack

    '''

    frac = ContinuedFractions.rational_to_contfrac(e, n)

    convergents = ContinuedFractions.convergents_from_contfrac(frac)

    for (k,d) in convergents:

        #check if d is actually the key

        if k!=0 and (e*d-1)%k == 0:

            phi = (e*d-1)//k

            s = n - phi + 1

            # check if the equation x^2 - s*x + n = 0

            # has integer roots

            discr = s*s - 4*n

            if(discr>=0):

                t = Arithmetic.is_perfect_square(discr)

                if t!=-1 and (s+t)%2==0:

                    print("Hacked!")

                    return d

# TEST functions

def test_hack_RSA():

    print("Testing Wiener Attack")

    while(times>0):

        e,n,d = RSAvulnerableKeyGenerator.generateKeys(1024)

        print("(e,n) is (", e, ", ", n, ")")

        print("d = ", d)

        hacked_d = hack_RSA(e, n)

        if d == hacked_d:

            print("Hack WORKED!")

        else:

            print("Hack FAILED")

        print("d = ", d, ", hacked_d = ", hacked_d)

        print("-------------------------")

        times -= 1

if __name__ == "__main__":

    #test_is_perfect_square()

    #print("-------------------------")

    # test_hack_RSA()

    e = 932333292871340311536583425772799788581476608800501618257200913635688712797956595013312457091949241781390707236218326324287260096872275100972804737277188856396706341586791458364387568557914836880210799183882901779150174060503451992261799576875742788774243390310560719634789720219992974946820314802939572580353

    n = 1083178419603719448638799632475202672644727971741749926078568673467491721729891939162664192885208434541370193744078154888072589708037117486860213089624795029582525501783298026959443870222339003799747202112246474259375161019073230508249672271697738321500894559008261698558072028050806042318719109646040290668273

    c = 629671321698958970045785762020010033814849277886377341930329645318473402676175912514800812974363555981287129835454344489639514895119374277833430799149513068930055615330516662428479865724507981237582779353644800423513485357718723908554543915240117995464419165823214748496569735844685568687856495834900999682293

    d=hack_RSA(e, n)

    print('d=',d)

    m=pow(c, d,n)

    print('m=',m)

    b = hex(m)  #转换成相同的字符串即'0x665554'

    b = b[2:]   #截取掉'0x'

    c = binascii.a2b_hex(b) #转换成ASCii编码的字符串

    print(c)

huahua

下载以后发现压缩包受损，在010editor中把压缩包头改为504b0304解压后得到一张png图片，也是缺少png头，加上89504e47后工具中又提示crc报错，那就再把高改一下即可得到flag

WEB

简单的注入

发一个登录请求，burp存下来

用sqlmap跑出时间盲注，跑出库名表名，

然后在lostandfound.user表里select * from user where username='admin';

出密码Admin@12999 ...，登录拿到flag。

Flagin

先用burp抓个包，怀疑是xee

waf拦截后去掉<?xml可过

最终payload:

<!DOCTYPE xxe [

<!ELEMENT name ANY >

<!ENTITY xxe SYSTEM "php://read=convert.base64-encode/resource=/flag.txt" >]>

<user><username>&xxe;</username><password>admin</password></user>

Be_Careful

上来careful的index.php是个链接

点进去是?file=a.php来着？里面是there is nothing

然后改成php伪协议base64读index.php源码

看到过滤列表和结尾注释的real_flag.php

这里过滤了存flag的文件但没过滤real_flag.php

再读real_flag.php的源码构造?a获得flag

Crypto

Sign_me_up

下载打开文件以后发现是一大段的BASE64加密后的内容，疑似多次套娃，多次解密以后即得到密文内容Welcome to ciscn. flag{4b7fb332177a5df1b4aa6ba53e29d8fd}

Super_Man

依然是010editor打开图片，文件头88改为89后图片变为超人图片，接着在文件尾找到salted，放入cyperchef解两层即可得到flag

凯撒大帝的Unicode

根据unicode提示，将unicode转化为数字后尝试偏移(25000-24000)(忽略负数)到ascii区域进行解码

偏移到24591时得到字符串'k_\\Here&comes$the]un1c0de[f1Ag1s{3c3b832287a5578b3511fcd7486f4ef9}&%O##%&P!#TQR%"&$'

脚本:

f = open("caesar", "r", encoding="utf-8").read()

f = f.split("\n")[1]

f = [int(c.encode("unicode-escape").decode("utf-8").replace("\\u", ""), 16) for c in f]

offset = 25000

while True:

    # 尝试过用unicode还原回去 没找到

    # print(''.join([hex(b-offset).replace("0x", "\\u0" if len(hex(b-offset).replace("-", "")) == 5 else "\\u").encode().decode("unicode-escape") for b in f]))

    try:

        print(f"offset:{offset} result: " + ''.join([chr(b-offset) for b in f]))

    except:

        continue

    finally:

        offset -= 1

    print("-------")

可读出flag

cipertext

古典密码题...打开之后一段ook密码和一段BrainFuck以及一段jsfuck密码解密以后连起来就是flag

RE

RE_签到

本题拿入后在IDA7.5中多次查看无果，只能分析出是一个调用了官方库的哈希加密工具，后来在Linux环境下分别使用了strings+greg和cat查看，发现在cat后文件的最后有一段形如flag{xxx}的内容，即为最后答案，但是这里有一点很不解的就是为何使用strings无法正常找到flag段，这一点有待研究。