[Rev賽題復現]DASCTF Apr X FATE 2022
Crackme
幾個關鍵點:mfc逆向,win32 加密api的識別,ZwSetInformationThread反調試。
看程序圖標是個mfc的程序,先打開看看,隨便輸入一點東西,看到彈窗彈出:

直接拖進ida搜索Wrong!!!字符串,借此通過查看引用跳轉到主函數。
先簡單的修復一下變量名:

大概可以看到key的前4位經過一次sub_403510,后4位也經過一次sub_403510,整個key8位又經過一次sub_403510。
隨后進入sub_403510函數看一看,看到有一堆為win32 加密api的函數。

那就對照著MSDN一個個函數查閱一下:
CryptAcquireContext 函數用于獲取特定加密服務提供程序 (CSP) 中特定密鑰容器的句柄。此返回的句柄用于調用使用所選 CSP 的 CryptoAPI 函數。
BOOL CryptAcquireContextA([out] HCRYPTPROV *phProv,[in] LPCSTR szContainer,[in] LPCSTR szProvider,[in] DWORD dwProvType,[in] DWORD dwFlags);
CryptCreateHash 函數啟動數據流的哈希。它創建加密服務提供程序 (CSP) 哈希對象的句柄并將其返回給調用應用程序。此句柄用于對 CryptHashData 和 CryptHashSessionKey 的后續調用,以哈希會話密鑰和其他數據流。
BOOL CryptCreateHash([in] HCRYPTPROV hProv,[in] ALG_ID Algid,[in] HCRYPTKEY hKey,[in] DWORD dwFlags,[out] HCRYPTHASH *phHash);
注意這里Algid是標識要使用的哈希算法的參數,通過不同的值的傳入選擇不同的hash算法,可查下面的鏈接:ALG_ID (Wincrypt.h) - Win32 apps | Microsoft Docs(https://docs.microsoft.com/en-us/windows/win32/seccrypto/alg-id)


CryptHashData 函數將數據添加到指定的哈希對象。此函數和CryptHashSessionKey可以多次調用,以計算長數據流或不連續數據流的哈希值。
BOOL CryptHashData([in] HCRYPTHASH hHash,[in] const BYTE *pbData,[in] DWORD dwDataLen,[in] DWORD dwFlags);
CryptGetHashParam 函數檢索控制哈希對象操作的數據。可以使用此函數檢索實際的哈希值。
BOOL CryptGetHashParam([in] HCRYPTHASH hHash,[in] DWORD dwParam,[out] BYTE *pbData,[in, out] DWORD *pdwDataLen,[in] DWORD dwFlags);
CryptEncrypt 函數對數據進行加密。用于加密數據的算法由 CSP 模塊持有的密鑰指定,并由 hKey 參數引用。
BOOL CryptEncrypt([in] HCRYPTKEY hKey,[in] HCRYPTHASH hHash,[in] BOOL Final,[in] DWORD dwFlags,[in, out] BYTE *pbData,[in, out] DWORD *pdwDataLen,[in] DWORD dwBufLen);
程序大概的邏輯就是這樣:

然后我們就通過動調去拿數據,這里有兩種方式,一種是通過ida patch反調試函數的方式,一種是通過od 的sharp od插件直接繞過。
繞反調試方法一:先用ida繞過反調試
對比各種反調試和去IAT表找導入函數沒有找到,后面在strings界面可以發現ZwSetInformationThread反調試的特征ZwSetInformationThread - CTF Wiki (ctf-wiki.org)(https://ctf-wiki.org/reverse/windows/anti-debug/zwsetinformationthread/)
ZwSetInformationThread通過為線程設置 ThreadHideFromDebugger,可以禁止線程產生調試事件。
繞過: ZwSetInformationThread 函數的第 2 個參數為 ThreadHideFromDebugger,其值為 0x11。調試執行到該函數時,若發現第 2 個參數值為 0x11,跳過或者將 0x11 修改為其他值即可。

看來是自己實現調用dll導入的。

類似于這種寫法:

我們可以先在調用處下一個斷點,跑起來之后再修改patch 0x11 改掉,我這里patch成了0x9。

然后繼續下斷點拿密文。



然后再扔到md5解密網站解密。

類似的拿到sha1解密后的key后四位 https://crackstation.net/

key:NocTuRne
md5(key):C0804C74E05B4C7440AC4D7480954C74
繞反調試方法二:OD odsharp插件直接繞

之后就是模擬調用win32 的aes解密api來解密的過程了。
#include #include #include
int main(){ BYTE pbData[] = {0x5c,0x53,0xa4,0xa4,0x1d,0x52,0x43,0x7a,0x9f,0xa1,0xe9,0xc2,0x6c,0xa5,0x90,0x90,0x0}; //key_buf BYTE flag_encrypt[] = {0x5B, 0x9C, 0xEE, 0xB2, 0x3B, 0xB7, 0xD7, 0x34, 0xF3, 0x1B, 0x75, 0x14, 0xC6, 0xB2, 0x1F, 0xE8, 0xDE, 0x33, 0x44, 0x74, 0x75, 0x1B, 0x47, 0x6A, 0xD4, 0x37, 0x51, 0x88, 0xFC, 0x67, 0xE6, 0x60, 0xDA, 0x0D, 0x58, 0x07, 0x81, 0x43, 0x53, 0xEA, 0x7B, 0x52, 0x85, 0x6C, 0x86, 0x65, 0xAF, 0xB4,0x0}; DWORD dwDataLen = 0x10; DWORD ddwDataLen; DWORD* pdwDataLen = &ddwDataLen; *pdwDataLen = 0x20;
BOOL v6; // [esp+4h] [ebp-18h] HCRYPTKEY phKey; // [esp+Ch] [ebp-10h] BYREF HCRYPTPROV phProv; // [esp+10h] [ebp-Ch] BYREF HCRYPTHASH phHash; // [esp+14h] [ebp-8h] BYREF
phProv = 0; phHash = 0; phKey = 0; v6 = CryptAcquireContextA(&phProv, 0, 0, 0x18u, 0xF0000000); if (v6) { v6 = CryptCreateHash(phProv, 0x8003u, 0, 0, &phHash); if (v6) { v6 = CryptHashData(phHash, pbData, dwDataLen, 0); if (v6) { v6 = CryptDeriveKey(phProv, 0x660Eu, phHash, 1u, &phKey);// key的md5值再生成aes密鑰 if (v6) v6 = CryptDecrypt(phKey, 0, 1, 0, flag_encrypt, pdwDataLen); printf("%s", flag_encrypt); } } } if (phKey) CryptDestroyKey(phKey); if (phHash) CryptDestroyHash(phHash); if (phProv) CryptReleaseContext(phProv, 0); return v6;}
拿到flag!

補充方法:Hook Windows API 求解
另外經mas0n師傅補充,附上frida來hook求解的方法。
var baseAddr = Process.findModuleByName('Crackme_1.exe');
// input 32 length flag, e.g. 11111111111111111111111111111111// key: NocTuRne// frida attach -p 48964 -l agent\hook_win.js
// memcmpvar hookAddr = ptr(0x0109D4BC);Interceptor.attach(hookAddr, { onEnter: function(args) { let Buf1 = args[0]; let Buf2 = args[1]; let Size = args[2]; console.log("-----[Size]", Size); let size = Size.toInt32(); console.log("-----[Buf1]", Buf1.readByteArray(size)); console.log("-----[Buf2]", Buf2.readByteArray(size)); console.log("---------------------------"); }, onLeave: function(arg) { return arg; }})
var libAddr = Process.findModuleByName('ADVAPI32.dll');var fn_CryptEncrypt = libAddr.getExportByName("CryptEncrypt");var fn_CryptDecrypt = libAddr.getExportByName("CryptDecrypt");
var flag = null;Interceptor.replace(fn_CryptEncrypt, fn_CryptDecrypt);Interceptor.attach(fn_CryptDecrypt, { onEnter: function(args) { args[4].writeByteArray([0x5b,0x9c,0xee,0xb2,0x3b,0xb7,0xd7,0x34,0xf3,0x1b,0x75,0x14,0xc6,0xb2,0x1f,0xe8,0xde,0x33,0x44,0x74,0x75,0x1b,0x47,0x6a,0xd4,0x37,0x51,0x88,0xfc,0x67,0xe6,0x60,0xda,0x0d,0x58,0x07,0x81,0x43,0x53,0xea,0x7b,0x52,0x85,0x6c,0x86,0x65,0xaf,0xb4]); args[5].writeInt(0x40); flag = args[4]; console.log("hook fn_CryptDecrypt"); return args; }, onLeave: function(arg) { console.log(flag.readCString()); return arg; }})
奇怪的交易
拖進ida里發現經過upx加殼,直接upx -d脫殼。
接著再使用pyinstxtractor解包得到一堆文件(比較坑的地方是本地python環境必須與源程序的python環境相同才能解包PYZ-00.pyz),下面是徹底解包后的幾個關鍵的文件。

奇怪的交易.pyc文件內容如下:
python反編譯 - 在線工具 (tool.lu)(https://tool.lu/pyc/)

這樣其實邏輯很明顯還是有問題的,題目特意用的Python3.10版本,導致反編譯結果會不正確。
通過pycdump可以dump出opcode,對比進行變量名和代碼邏輯的修復。
可以參考下面的文章:
Python字節碼文檔 Python字節碼詳解(介紹了Python的特有類型以及遍歷等操作)(https://blog.csdn.net/weixin_46263782/article/details/120930191)

修復后的 奇怪的交易.py
from cup import *from libnum import *
if __name__ == '__main__': flag = input('請輸入flag') pub_key = [ 0x649EE967E7916A825CC9FD3320BEABF263BEAC68C080F52824A0F521EDB6B78577EC52BF1C9E78F4BB71192F9A23F1A17AA76E5979E4D953329D3CA65FB4A71DA57412B59DFD6AEDF0191C5555D3E5F582B81B5E6B23163E9889204A81AFFDF119FE25C92F4ED59BD3285BCD7AAE14824240D2E33C5A97848F4EB7AAC203DE6330D2B4D8FF61691544FBECD120F99A157B3D2F58FA51B2887A9D06CA383C44D071314A12B17928B96F03A06E959A5AFEFA0183664F52CD32B9FC72A04B45913FCB2D5D2D3A415A14F611CF1EAC2D6C785142A8E9CC41B67A6CD85001B06EDB8CA767D367E56E0AE651491BF8A8C17A38A1835DB9E4A9292B1D86D5776C98CC25, 0x647327833ACFEF1F9C83E74E171FC300FA347D4A6769476C33DA82C95120ACB38B62B33D429206FE6E9BB0BB7AB748A1036971BEA36EC47130B749C1C9FF6FE03D0F7D9FC5346EB0E575BDFA6C530AA57CD676894FC080D2DD049AB59625F4B9C78BCFD95CDCD2793E440E26E189D251121CB6EB177FEDB596409034E8B0C5BBD9BD9342235DBB226C9170EFE347FF0FD2CFF9A1F7B647CC83E4D8F005FD7125A89251C768AFE70BDD54B88116814D5030F499BCAC4673CCCC342FB4B6AC58EA5A64546DC25912B6C430529F6A7F449FD96536DE269D1A1B015A4AC6B6E46EE19DCE8143726A6503E290E4BAE6BD78319B5878981F6CFFDB3B818209341FD68B] m = libnum.s2n(flag) c = str(pow(m, pub_key[1], pub_key[0])) # 極長的一串東西 store = [] cipher = [3532577106, 1472742623, 3642468664, 4193500461, 2398676029, 617653972, 1474514999, 1471783658, 1012864704, 3615627536, 993855884, 438456717, 3358938551, 3906991208, 198959101, 3317190635, 3656923078, 613157871, 2398768861, 97286225, 2336972940, 1471645170, 3233163154, 583597118, 2863776301, 3183067750, 1384330715, 2929694742, 3522431804, 2181488067, 3303062236, 3825712422, 145643141, 2148976293, 2940910035, 506798154, 994590281, 2231904779, 3389770074, 2814269052, 1105937096, 1789727804, 3757028753, 2469686072, 1162286478, 680814033, 2934024098, 2162521262, 4048876895, 2121620700, 4240287315, 2391811140, 3396611602, 3091349617, 3031523010, 2486958601, 3164065171, 1285603712, 798920280, 2337813135, 4186055520, 3523024366, 1077514121, 1436444106, 2731983230, 1507202797, 500756149, 198754565, 2382448647, 880454148, 1970517398, 3217485349, 1161840191, 560498076, 1782600856, 2643721918, 1285196205, 788797746, 1195724574, 4061612551, 103427523, 2502688387, 4147162188, 617564657, 978211984, 1781482121, 2205798970, 3939973102, 3826603515, 659557668, 2582884932, 1561884856, 2217488804, 1189296962, 169145316, 2781742156, 1323893433, 824667876, 408202876, 3759637634, 4094868412, 1508996065, 162419237, 3732146944, 3083560189, 3955940127, 2393776934, 2470191468, 3620861513, 481927014, 2756226070, 3154651143, 1261069441, 2063238535, 2222237213, 101459755, 3159774417, 1721190841, 1078395785, 176506553, 3552913423, 1566142515, 1938949000, 1499289517, 3315102456, 829714860, 3843359394, 952932374, 1283577465, 2045007203, 3957761944, 3767891405, 2917089623, 3296133521, 482297421, 1734231412, 3670478932, 2575334979, 2827842737, 3413631016, 1533519803, 4008428470, 3890643173, 272960248, 317508587, 3299937500, 2440520601, 27470488, 1666674386, 1737927609, 750987808, 2385923471, 2694339191, 562925334, 2206035395]
i = 0 # rsa 生成的密文遍歷加密 while i < len(c): # i<155 index = 0 for ii in c[i:i + 4]: index = (index << 8) + ord(ii) store.append(index)
i += 4 if not i < len(c): key = [54, 54, 54, 54] store_len = len(store) res = encrypt(store_len, store, key) if store == cipher: print('You are right!') input('') quit() else: print('Why not drink a cup of tea and have a rest?')
continue
發現從cup包導入了一個encrypt函數。
以下是對經key加密后的cup.pyc.encrypted的解密腳本
[原創]Python逆向——Pyinstaller逆向-軟件逆向-看雪論壇-安全社區|安全招聘|bbs.pediy.com
(https://bbs.pediy.com/thread-271253.htm)
#!/usr/bin/env python3import tinyaesimport zlib
CRYPT_BLOCK_SIZE = 16
# 從crypt_key.pyc獲取key,也可自行反編譯獲取key = bytes('0000000000000tea', 'utf-8')
inf = open('cup.pyc.encrypted', 'rb') # 打開加密文件outf = open('output.pyc', 'wb') # 輸出文件
# 按加密塊大小進行讀取iv = inf.read(CRYPT_BLOCK_SIZE)
cipher = tinyaes.AES(key, iv)
# 解密plaintext = zlib.decompress(cipher.CTR_xcrypt_buffer(inf.read()))
# 補pyc頭(最后自己補也行)outf.write(b'\x6f\x0d\x0d\x0a\0\0\0\0\0\0\0\0\0\0\0\0')
# 寫入解密數據outf.write(plaintext)
inf.close()outf.close()
解密得到發現是一個python實現的xxtea加密,最基礎的版本,甚至連key都沒變。
python實現xxtea加解密參考鏈接
(https://www.icode9.com/content-1-1126418.html)
#!/usr/bin/env python# visit https://tool.lu/pyc/ for more informationimport libnumfrom ctypes import * def MX(z, y, total, key, p, e): temp1 = (z.value >> 5 ^ y.value << 2) + (y.value >> 3 ^ z.value << 4) temp2 = (total.value ^ y.value) + (key[p & 3 ^ e.value] ^ z.value) return c_uint32(temp1 ^ temp2) def encrypt(?, ?, ?): ? = 0x9E3779B9L ? = 6 + 52 // ? total = c_uint32(0) ? = c_uint32(?[? - 1]) ? = c_uint32(0) if ? > 0: total.value += ? ?.value = total.value >> 2 & 3 ? = c_uint32(?[0]) ?[? - 1] = c_uint32(?[? - 1] + MX(?, ?, total, ?, ? - 1, ?).value).value ?.value = ?[? - 1] ? -= 1 if not ? > 0: return ?
先解密xxtea得到結果rsa加密的密文c。
from ctypes import *
def MX(z, y, total, key, p, e): temp1 = (z.value>>5 ^ y.value<<2) + (y.value>>3 ^ z.value<<4) temp2 = (total.value ^ y.value) + (key[(p&3) ^ e.value] ^ z.value)
return c_uint32(temp1 ^ temp2)
def encrypt(n, v, key): delta = 0x9e3779b9 rounds = 6 + 52//n
total = c_uint32(0) z = c_uint32(v[n-1]) e = c_uint32(0)
while rounds > 0: total.value += delta e.value = (total.value >> 2) & 3 for p in range(n-1): y = c_uint32(v[p+1]) v[p] = c_uint32(v[p] + MX(z,y,total,key,p,e).value).value z.value = v[p] y = c_uint32(v[0]) v[n-1] = c_uint32(v[n-1] + MX(z,y,total,key,n-1,e).value).value z.value = v[n-1] rounds -= 1
return v
def decrypt(n, v, key): delta = 0x9E3779B9 rounds = 6 + 52//n
total = c_uint32(rounds * delta) y = c_uint32(v[0]) e = c_uint32(0)
while rounds > 0: e.value = (total.value >> 2) & 3 for p in range(n-1, 0, -1): z = c_uint32(v[p-1]) v[p] = c_uint32((v[p] - MX(z,y,total,key,p,e).value)).value y.value = v[p] z = c_uint32(v[n-1]) v[0] = c_uint32(v[0] - MX(z,y,total,key,0,e).value).value y.value = v[0] total.value -= delta rounds -= 1
return v
# test if __name__ == "__main__": # 該算法中每次可加密不只64bit的數據,并且加密的輪數由加密數據長度決定
k = [54, 54, 54, 54] n = 155
res=[3532577106, 1472742623, 3642468664, 4193500461, 2398676029, 617653972, 1474514999, 1471783658, 1012864704, 3615627536, 993855884, 438456717, 3358938551, 3906991208, 198959101, 3317190635, 3656923078, 613157871, 2398768861, 97286225, 2336972940, 1471645170, 3233163154, 583597118, 2863776301, 3183067750, 1384330715, 2929694742, 3522431804, 2181488067, 3303062236, 3825712422, 145643141, 2148976293, 2940910035, 506798154, 994590281, 2231904779, 3389770074, 2814269052, 1105937096, 1789727804, 3757028753, 2469686072, 1162286478, 680814033, 2934024098, 2162521262, 4048876895, 2121620700, 4240287315, 2391811140, 3396611602, 3091349617, 3031523010, 2486958601, 3164065171, 1285603712, 798920280, 2337813135, 4186055520, 3523024366, 1077514121, 1436444106, 2731983230, 1507202797, 500756149, 198754565, 2382448647, 880454148, 1970517398, 3217485349, 1161840191, 560498076, 1782600856, 2643721918, 1285196205, 788797746, 1195724574, 4061612551, 103427523, 2502688387, 4147162188, 617564657, 978211984, 1781482121, 2205798970, 3939973102, 3826603515, 659557668, 2582884932, 1561884856, 2217488804, 1189296962, 169145316, 2781742156, 1323893433, 824667876, 408202876, 3759637634, 4094868412, 1508996065, 162419237, 3732146944, 3083560189, 3955940127, 2393776934, 2470191468, 3620861513, 481927014, 2756226070, 3154651143, 1261069441, 2063238535, 2222237213, 101459755, 3159774417, 1721190841, 1078395785, 176506553, 3552913423, 1566142515, 1938949000, 1499289517, 3315102456, 829714860, 3843359394, 952932374, 1283577465, 2045007203, 3957761944, 3767891405, 2917089623, 3296133521, 482297421, 1734231412, 3670478932, 2575334979, 2827842737, 3413631016, 1533519803, 4008428470, 3890643173, 272960248, 317508587, 3299937500, 2440520601, 27470488, 1666674386, 1737927609, 750987808, 2385923471, 2694339191, 562925334, 2206035395]
res = decrypt(n, res, k)
# print(res) for i in res: print(chr(i>>24),end="") print(chr((i&0x00ff0000)>>16),end="") print(chr((i&0x0000ff00)>>8),end="") print(chr(i&0x000000ff),end="")
#c= 10610336534759505889607399322387179316771488492347274741918862678692508953185876570981227584004676580623553664818853686933004290078153620168054665086468417541382824708104480882577200529822968531743002301934310349005341104696887943182074473298650903541494918266823037984054778903666406545980557074219162536057146090758158128189406073809226361445046225524917089434897957301396534515964547462425719205819342172669899546965221084098690893672595962129879041507903210851706793788311452973769358455761907303633956322972510500253009083922781934406731633755418753858930476576720874219359466503538931371444470303193503733920039
接下來是一個低解密指數 rsa 就可以得到flag了。
import gmpy2from Crypto.PublicKey import RSAimport ContinuedFractions, Arithmeticfrom Crypto.Util.number import long_to_bytes
def wiener_hack(e, n): # firstly git clone https://github.com/pablocelayes/rsa-wiener-attack.git ! frac = ContinuedFractions.rational_to_contfrac(e, n) convergents = ContinuedFractions.convergents_from_contfrac(frac) for (k, d) in convergents: if k != 0 and (e * d - 1) % k == 0: phi = (e * d - 1) // k s = n - phi + 1 discr = s * s - 4 * n if (discr >= 0): t = Arithmetic.is_perfect_square(discr) if t != -1 and (s + t) % 2 == 0: return d return False
def main(): pub_key = [ 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n,1->e
n = pub_key[0] e = pub_key[1] c = 10610336534759505889607399322387179316771488492347274741918862678692508953185876570981227584004676580623553664818853686933004290078153620168054665086468417541382824708104480882577200529822968531743002301934310349005341104696887943182074473298650903541494918266823037984054778903666406545980557074219162536057146090758158128189406073809226361445046225524917089434897957301396534515964547462425719205819342172669899546965221084098690893672595962129879041507903210851706793788311452973769358455761907303633956322972510500253009083922781934406731633755418753858930476576720874219359466503538931371444470303193503733920039 d = wiener_hack(e, n) m = pow(c, d, n) print(long_to_bytes(m)) # flag{You_Need_Some_Tea}
if __name__ == "__main__": main()
FakePica
先用BlackDex脫個殼,然后把解密后的dex文件pull到自己的電腦上后拖進jadx。
看到主要是一個登錄邏輯:

題目邏輯非常簡單,可以直接Aes解密,但由于主類里有了解密的方法,肯定是要選擇更加有意思的方法來玩玩,我這里的做法是直接采用frida來hook。
先hook繞過認證:
console.log("Script loaded successfully");Java.perform(function x(){ console.log("inside java perform function"); //定位類 var my_class = Java.use("com.pica.picapica.MainActivity"); console.log("Java.use Successfully"); my_class.check.implementation = function(x,y){ return true; }})
返回頁面如下:

看到有兩個解密相關的方法,果斷繼續hook。
console.log("Script loaded successfully");Java.perform(function x(){ console.log("inside java perform function"); //定位類 var my_class = Java.use("com.pica.picapica.MainActivity"); console.log("Java.use Successfully"); my_class.check.implementation = function(x,y){ var email=this.decryptByHexString(this.bytesConvertHexString(this.content0.value),this.key.value); var password=this.decryptByHexString(this.bytesConvertHexString(this.content1.value),this.key.value); console.log("flag{"+email+password+"}"); return true; }})
直接拿到flag。

奇怪的交易這題附件過大,這里就直接貼我的鏈接了:
奇怪的交易