Bugku-CTF加密篇之python(N1CTF) [HRlgC2ReHW1/WRk2DikfNBo1dl1XZBJrRR9qECMNOjNHDktBJSxcI1hZIz07YjVx]

python(N1CTF)

 

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" alt="" />

 

 

本题要点： Feistel加密结构、 DES算法、AES算法 

 

 

​

aaarticlea/png;base64,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" alt="" />代码如下：

 from N1ES import N1ES
 import base64
 key = "wxy191iss00000000000cute"
 n1es = N1ES(key)
 flag = "N1CTF{*****************************************}"
 cipher = n1es.encrypt(flag)
 print base64.b64encode(cipher)  # HRlgC2ReHW1/WRk2DikfNBo1dl1XZBJrRR9qECMNOjNHDktBJSxcI1hZIz07YjVx

 

aaarticlea/png;base64,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" alt="" />代码如下：

# -*- coding: utf-8 -*-
def round_add(a, b):
    f = lambda x, y: x + y - 2 * (x & y)
    res = ''
    for i in range(len(a)):
        res += chr(f(ord(a[i]), ord(b[i])))
    return res

def permutate(table, block):
        return list(map(lambda x: block[x], table))

def string_to_bits(data):
    data = [ord(c) for c in data]
    l = len(data) * 8
    result = [0] * l
    pos = 0
    for ch in data:
        for i in range(0,8):
            result[(pos<<3)+i] = (ch>>i) & 1
        pos += 1
    return result

s_box = [54, 132, 138, 83, 16, 73, 187, 84, 146, 30, 95, 21, 148, 63, 65, 189, 188, 151, 72, 161, 116, 63, 161, 91, 37, 24, 126, 107, 87, 30, 117, 185, 98, 90, 0, 42, 140, 70, 86, 0, 42, 150, 54, 22, 144, 153, 36, 90, 149, 54, 156, 8, 59, 40, 110, 56,1, 84, 103, 22, 65, 17, 190, 41, 99, 151, 119, 124, 68, 17, 166, 125, 95, 65, 105, 133, 49, 19, 138, 29, 110, 7, 81, 134, 70, 87, 180, 78, 175, 108, 26, 121, 74, 29, 68, 162, 142, 177, 143, 86, 129, 101, 117, 41, 57, 34, 177, 103, 61, 135, 191, 74, 69, 147, 90, 49, 135, 124, 106, 19, 89, 38, 21, 41, 17, 155, 83, 38, 159, 179, 19, 157, 68, 105, 151, 166, 171, 122, 179, 114, 52, 183, 89, 107, 113, 65, 161, 141, 18, 121, 95, 4, 95, 101, 81, 156, 17, 190, 38, 84, 9, 171, 180, 59, 45, 15, 34, 89, 75, 164, 190, 140, 6, 41, 188, 77, 165, 105, 5, 107, 31, 183, 107, 141, 66, 63, 10, 9, 125, 50, 2, 153, 156, 162, 186, 76, 158, 153, 117, 9, 77, 156, 11, 145, 12, 169, 52, 57, 161, 7, 158, 110, 191, 43, 82, 186, 49, 102, 166, 31, 41, 5, 189, 27]

def generate(o):
    k = permutate(s_box,o)
    b = []
    for i in range(0, len(k), 7):
        b.append(k[i:i+7] + [1])
    c = []
    for i in range(32):
                pos = 0
                x = 0
                for j in b[i]:
                        x += (j<<pos)
                        pos += 1
                c.append((0x10001**x) % (0x7f))
    return c

class N1ES:
    def __init__(self, key):
        if (len(key) != 24 or isinstance(key, bytes) == False ):
            raise Exception("key must be 24 bytes long")
        self.key = key
        self.gen_subkey()

    def gen_subkey(self):
        o = string_to_bits(self.key)
        k = []
        for i in range(8):
                o = generate(o)
                k.extend(o)
                o = string_to_bits([chr(c) for c in o[0:24]])
        self.Kn = []
        for i in range(32):
            self.Kn.append(map(chr, k[i * 8: i * 8 + 8]))
        return

    def encrypt(self, plaintext):
        if (len(plaintext) % 16 != 0 or isinstance(plaintext, bytes) == False):
            raise Exception("plaintext must be a multiple of 16 in length")
        res = ''
        for i in range(len(plaintext) / 16):
            block = plaintext[i * 16:(i + 1) * 16]
            L = block[:8]
            R = block[8:]
            for round_cnt in range(32):
                L, R = R, (round_add(L, self.Kn[round_cnt]))
            L, R = R, L
            res += L + R
        return res
 

 

 

 

从两个文件的代码可以判断：

 N1ES.py是封装好的类， challenge.py是定义的对象。 

 

 

先来解释一下：

 

 一、什么是Feistel加密结构？ 

 

 

 

构造过程：

 

令F 为轮函数；令K1，K2，……，Kn 分别为第1，2，……，n 轮的子密钥。那么基本构造过程如下：

（1）将明文信息均分为两块：（L0，R0）；

（2）在每一轮中，进行如下运算（i 为当前轮数）：

Li+1 = Ri；

Ri+1 = Li ⊕F （Ri，Ki）。（其中⊕为异或操作）

所得的结果即为：(Ri+1，Li+1）。

 

解密过程：

 

对于密文（Rn+1，Ln+1），我们将i 由n 向0 进行，即， i = n，n-1，……，0。然后对密文进行加密的逆向操作，如下：

（1）Ri = Li+1；

（2）Li = Ri+1⊕F （Li+1，Ki）。（其中⊕为异或操作）

所得结果为（L0，R0），即原来的明文信息。

 

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" alt="" />

 

（图片摘自百度百科）

 

Feistel 密码结构，在密码学研究中，Feistel 密码结构是用于分组密码中的一种对称结构。

Feistel 的优点：由于它是对称的密码结构，所以对信息的加密和解密的过程就极为相似，甚至完全一样。这就使得在实施的过程中，对编码量和线路传输的要求就减少了几乎一半。

 

 二、什么是des算法？ 

 

DES(Data Encryption Standard)是目前最为流行的加密算法之一。

DES是对称的，也就是说它使用同一个密钥来加密和解密数据。

DES还是一种分组加密算法，该算法每次处理固定长度的数据段，称之为分组。

DES分组的大小是64位，如果加密的数据长度不是64位的倍数，可以按照某种具体的规则来填充位。

 

算法原理：

1.输入64位明文数据，并进行初始置换IP。

2.在初始置换IP后，明文数据再被分为左右两部分，每部分32位，以L0，R0表示。

3.在秘钥的控制下，经过16轮运算(f)。

4.16轮后，左、右两部分交换，并连接再一起，再进行逆置换。

5.输出64位密文。

 

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" 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 三、什么是AES算法？ 

 

AES的全称是Advanced Encryption Standard，意思是高级加密标准。

AES的出现主要是为了取代DES加密算法的，因为我们都知道DES算法的密钥长度是56Bit，因此算法的理论安全强度是2的56次方。

 

算法流程：

 

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" alt="" />

 

 

介绍完成。

 

 （密码学是真的难学！ ）

 

challenge.py中： HRlgC2ReHW1/WRk2DikfNBo1dl1XZBJrRR9qECMNOjNHDktBJSxcI1hZIz07YjVx 为密文。

 

 

参考这位大佬的解密代码如下：

（本人太菜，写不出来，QAQ）

 

 

# -*- coding: utf-8 -*-
import base64
def round_add(a,b):
    f = lambda x,y: x + y - 2 * (x & y)
    res = ''
    for i in range(len(a)):
        res += chr(f(ord(a[i]),ord(b[i])))
    return res

def permutate(table,block):
    return list(map(lambda x: block[x], table))

def string_to_bits(data):
    data = [ord(c) for c in data]
    l = len(data)*8
    result = [0] * l
    pos = 0
    for ch in data:
        for i in range(0,8):
            result[(pos<<3)+i] = (ch>>i) & 1
        pos += 1
    return result

s_box = [54, 132, 138, 83, 16, 73, 187, 84, 146, 30, 95, 21, 148, 63, 65, 189, 188, 151, 72, 161, 116, 63, 161, 91, 37, 24, 126, 107, 87, 30, 117, 185, 98, 90, 0, 42, 140, 70, 86, 0, 42, 150, 54, 22, 144, 153, 36, 90, 149, 54, 156, 8, 59, 40, 110, 56,1, 84, 103, 22, 65, 17, 190, 41, 99, 151, 119, 124, 68, 17, 166, 125, 95, 65, 105, 133, 49, 19, 138, 29, 110, 7, 81, 134, 70, 87, 180, 78, 175, 108, 26, 121, 74, 29, 68, 162, 142, 177, 143, 86, 129, 101, 117, 41, 57, 34, 177, 103, 61, 135, 191, 74, 69, 147, 90, 49, 135, 124, 106, 19, 89, 38, 21, 41, 17, 155, 83, 38, 159, 179, 19, 157, 68, 105, 151, 166, 171, 122, 179, 114, 52, 183, 89, 107, 113, 65, 161, 141, 18, 121, 95, 4, 95, 101, 81, 156, 17, 190, 38, 84, 9, 171, 180, 59, 45, 15, 34, 89, 75, 164, 190, 140, 6, 41, 188, 77, 165, 105, 5, 107, 31, 183, 107, 141, 66, 63, 10, 9, 125, 50, 2, 153, 156, 162, 186, 76, 158, 153, 117, 9, 77, 156, 11, 145, 12, 169, 52, 57, 161, 7, 158, 110, 191, 43, 82, 186, 49, 102, 166, 31, 41, 5, 189, 27]

def generate(o):
    k = permutate(s_box,o)
    b = []
    for i in range(0,len(k),7):
        b.append(k[i:i+7]+[1])
    c = []
    for i in range(32):
        pos = 0
        x = 0
        for j in b[i]:
            x += (j<<pos)
            pos += 1
        c.append((0x10001**x) % (0x7f))
    return c

class N1ES:
    def __init__(self,key):
        if (len(key) != 24 or isinstance(key,bytes) == False):
            raise Exception("key must be 24 bytes long")
        self.key = key
        self.gen_subkey()

    def gen_subkey(self):
        o = string_to_bits(self.key)
        k = []
        for i in range(8):
            o = generate(o)
            k.extend(o)
            o = string_to_bits([chr(c) for c in o[0:24]])
        self.Kn = []
        for i in range(32):
            self.Kn.append(map(chr,k[i*8: i*8+8]))
        return

    def decrypt(self,plaintext):
        res = ''
        for i in range(len(plaintext)/16):
            block = plaintext[i*16:(i + 1)*16]
            L = block[:8]
            R = block[8:]
            for round_cnt in range(32):
                L,R = R, (round_add(L, self.Kn[31-round_cnt]))
            L,R = R,L
            res += L + R
        return res

key = "wxy191iss00000000000cute"
nles = N1ES(key)
flag = base64.b64decode("HRlgC2ReHW1/WRk2DikfNBo1dl1XZBJrRR9qECMNOjNHDktBJSxcI1hZIz07YjVx")
flag = nles.decrypt(flag)
print flag

 

注：

这段代码的运行环境为py2哦~ 

py3运行会报错~

（然而突然发觉自己没装py2的环境.....假如你也没装，我们可以用菜鸟工具的python的在线运行网站运行啦~哈哈哈哈）

 

菜鸟工具的python的在线运行网站：

https://c.runoob.com/compile/6

 

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" alt="" />

 

 

 

如果你有py2的环境，你也可以这样操作：

 

解密的源码（参考自N1CTF baby_N1ES writeup）：

import base64,string,N1ES
key = "wxy191iss00000000000cute"
c = base64.b64decode("HRlgC2ReHW1/WRk2DikfNBo1dl1XZBJrRR9qECMNOjNHDktBJSxcI1hZIz07YjVx")
n1es = N1ES.N1ES(key)
f=""
for i in xrange(3):
    for j in xrange(16):
        for k in string.printable:
            s="x"*i*16+"x"*j+k+"x"*(48-i*16-j-1)
            e=n1es.encrypt(s)
            check=c[i*16+j+8]==e[i*16+j+8] if j<8 else c[i*16+j-8]==e[i*16+j-8]
            if check:
                f+=k
                break
print f
 

 

 

把题目中给的两个py文件和解密的源码放在同一个文件夹下，然后运行cmd，就可以得到同样的答案啦~

 

 

提交：

 

 N1CTF{F3istel_n3tw0rk_c4n_b3_ea5i1y_s0lv3d_/--/} 

 

 

bingo~

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" alt="" />

 

 

 

参考资料：

 

 

https://bbs.pediy.com/thread-253884.htm

https://baike.baidu.com/item/des算法/10306073?fr=aladdin

https://blog.csdn.net/prowes5/article/details/85167667

https://findneo.github.io/180310N1CTFWP/