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2021吉林祥云杯wp

祥云杯2021

目前只做了两道题(没办法 tcl。。。

MISC-鸣雏恋
下载下来是个word,打开只有一句话
不太对劲,放到010里看一看发现文件头50 4B 03 04
经典压缩包了,文件后缀改成zip,解压
在这里插入图片描述
得到一个txt和加密压缩包,文件打开感觉什么都没有。。。
但仔细看,第二行可显示字符没有190,所以是零宽度字符隐写
在这里插入图片描述
vim 一下,果然
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放到在线网站上解一下
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压缩包解完有129488张图片,两种图片代表01,转成二进制
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二进制转换成ASCII码之后,发现是个base64转png
在这里插入图片描述
接下来就是写脚本了

一开始,想用遍历文件夹里的图片
(错误案例!

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files = os.listdir(filePath)
# 遍历所有文件
for file in files:
# 把文件路径和文件名结合起来
file_d = os.path.join(filePath, file)
# 判断该文件是单个文件还是文件夹
if os.path.isdir(file_d): # 如果是文件夹则递归调用 scanDir() 函数
scanDir(file_d)
else:
file_stats = os.stat(file_d)
if(file_stats.st_size==262):
f.write('0')
else:
f.write('1')


解出来乱码。。发现遍历不一定是按顺序的,还是以用图片的数字编号为准,以下是正确脚本

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import os
import base64

if __name__ == '__main__':
f = open('key.txt', 'w')
for i in range(129488):
file_d = r'C:\\Users\\pengzixuan\\Desktop\\out\\' + str(i) + '.png'
file_stats = os.stat(file_d)
if (file_stats.st_size == 262):
f.write('0')
else:
f.write('1')
f.close()
f = open('key.txt', 'r')
flag=f.read()
data=""
for i in range(0,len(flag),8):
str1 = flag[i:i + 8]
data+=(chr(int(str1, 2)))
data1=data[22:] #去掉前几位
print(data1)
bs = base64.b64decode(data1)
with open('1.png', 'wb') as f:
f.write(bs)

得到带有flag的图片:
在这里插入图片描述

这题对我来说还是。。挺难的呜呜呜

Crypto-Random_RSA

这道密码学的还算友好了
题目:

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from Crypto.Util.number import *
import gmpy2
import libnum
import random
import binascii
import os

flag=r'flag{}'

p=getPrime(512)
q=getPrime(512)
e=0x10001
n=p*q
ct=pow(flag,e,n)
print("n="+ n)
print("ct="+ ct)

dp=r''
seeds = []
for i in range(0,len(dp)):
seeds.append(random.randint(0,10000))

res = []
for i in range(0, len(dp)):
random.seed(seeds[i])
rands = []
for j in range(0,4):
rands.append(random.randint(0,255))

res.append(ord(dp[i]) ^ rands[i%4])
del rands[i%4]
print(str(rands))

print(res)
print(seeds)

# n=81196282992606113591233615204680597645208562279327854026981376917977843644855180528227037752692498558370026353244981467900057157997462760732019372185955846507977456657760125682125104309241802108853618468491463326268016450119817181368743376919334016359137566652069490881871670703767378496685419790016705210391
# ct=61505256223993349534474550877787675500827332878941621261477860880689799960938202020614342208518869582019307850789493701589309453566095881294166336673487909221860641809622524813959284722285069755310890972255545436989082654705098907006694780949725756312169019688455553997031840488852954588581160550377081811151

# [58, 53, 122] [145, 124, 244] [5, 19, 192] [255, 23, 64] [57, 113, 194] [246, 205, 162] [112, 87, 95] [215, 147, 105] [16, 131, 38] [234, 36, 46] [68, 61, 146] [148, 61, 9] [139, 77, 32] [96, 56, 160] [121, 76, 17] [114, 246, 92] [178, 206, 60] [168, 147, 26] [168, 41, 68] [24, 93, 84] [175, 43, 88] [147, 97, 153] [42, 94, 45] [150, 103, 127] [68, 163, 62] [165, 37, 89] [219, 248, 59] [241, 182, 8] [140, 211, 146] [88, 226, 2] [48, 150, 56] [87, 109, 255] [227, 216, 65] [23, 190, 10] [5, 25, 64] [6, 12, 124] [53, 113, 124] [255, 192, 158] [61, 239, 5] [62, 108, 86] [123, 44, 64] [195, 192, 30] [30, 82, 95] [56, 178, 165] [68, 77, 239] [106, 247, 226] [17, 46, 114] [91, 71, 156] [157, 43, 182] [146, 6, 42] [148, 143, 161] [108, 33, 139] [139, 169, 157] [71, 140, 25] [28, 153, 26] [241, 221, 235] [28, 131, 141] [159, 111, 184] [47, 206, 11] [220, 152, 157] [41, 213, 97] [4, 220, 10] [77, 13, 248] [94, 140, 110] [25, 250, 226] [218, 102, 109] [189, 238, 66] [91, 18, 131] [23, 239, 190] [159, 33, 72] [183, 78, 208] [209, 213, 101] [111, 50, 220] [166, 104, 233] [170, 144, 10] [187, 87, 175] [195, 59, 104] [165, 179, 179] [99, 247, 153] [195, 61, 100] [223, 159, 165] [230, 93, 184] [87, 28, 35] [35, 122, 38] [158, 188, 163] [229, 192, 222] [12, 12, 192] [207, 95, 224] [127, 113, 137] [22, 114, 143] [13, 45, 144] [70, 140, 211] [57, 101, 42] [132, 62, 129] [40, 128, 124] [1, 132, 161] [164, 33, 133] [252, 201, 32] [8, 18, 247] [1, 88, 55] [201, 135, 186] [101, 254, 125] [236, 196, 39] [148, 24, 103] [101, 29, 253] [97, 156, 64] [90, 103, 91] [50, 48, 80] [206, 22, 93] [11, 114, 174] [61, 132, 247] [215, 32, 232] [95, 128, 90] [57, 35, 228] [163, 143, 107] [178, 250, 28] [64, 107, 225] [106, 115, 207] [85, 134, 21] [118, 201, 76] [234, 34, 22] [241, 236, 122] [111, 185, 127] [1, 26, 164] [254, 57, 117] [243, 27, 32] [161, 88, 80] [50, 165, 93] [87, 182, 216] [184, 159, 63] [167, 166, 123] [37, 78, 33] [186, 81, 58] [48, 3, 239] [70, 186, 13] [56, 108, 178] [54, 55, 235] [105, 180, 105] [16, 194, 98] [136, 11, 41] [18, 203, 79] [185, 114, 170] [148, 181, 223] [118, 57, 160] [23, 250, 181] [235, 219, 228] [44, 151, 38] [185, 224, 134] [42, 162, 122] [3, 9, 158] [129, 245, 2] [66, 241, 92] [80, 124, 36]
# [55, 5, 183, 192, 103, 32, 211, 116, 102, 120, 118, 54, 120, 145, 185, 254, 77, 144, 70, 54, 193, 73, 64, 0, 79, 244, 190, 23, 215, 187, 53, 176, 27, 138, 42, 89, 158, 254, 159, 133, 78, 11, 155, 163, 145, 248, 14, 179, 23, 226, 220, 201, 5, 71, 241, 195, 75, 191, 237, 108, 141, 141, 185, 76, 7, 113, 191, 48, 135, 139, 100, 83, 212, 242, 21, 143, 255, 164, 146, 119, 173, 255, 140, 193, 173, 2, 224, 205, 68, 10, 77, 180, 24, 23, 196, 205, 108, 28, 243, 80, 140, 4, 98, 76, 217, 70, 208, 202, 78, 177, 124, 10, 168, 165, 223, 105, 157, 152, 48, 152, 51, 133, 190, 202, 136, 204, 44, 33, 58, 4, 196, 219, 71, 150, 68, 162, 175, 218, 173, 19, 201, 100, 100, 85, 201, 24, 59, 186, 46, 130, 147, 219, 22, 81]
# [4827, 9522, 552, 880, 7467, 7742, 9425, 4803, 6146, 4366, 1126, 4707, 1138, 2367, 1081, 5577, 4592, 5897, 4565, 2012, 2700, 1331, 9638, 7741, 50, 824, 8321, 7411, 6145, 1271, 7637, 5481, 8474, 2085, 2421, 590, 7733, 9427, 3278, 5361, 1284, 2280, 7001, 8573, 5494, 7431, 2765, 827, 102, 1419, 6528, 735, 5653, 109, 4158, 5877, 5975, 1527, 3027, 9776, 5263, 5211, 1293, 5976, 7759, 3268, 1893, 6546, 4684, 419, 8334, 7621, 1649, 6840, 2975, 8605, 5714, 2709, 1109, 358, 2858, 6868, 2442, 8431, 8316, 5446, 9356, 2817, 2941, 3177, 7388, 4149, 4634, 4316, 5377, 4327, 1774, 6613, 5728, 1751, 8478, 3132, 4680, 3308, 9769, 8341, 1627, 3501, 1046, 2609, 7190, 5706, 3627, 8867, 2458, 607, 642, 5436, 6355, 6326, 1481, 9887, 205, 5511, 537, 8576, 6376, 3619, 6609, 8473, 2139, 3889, 1309, 9878, 2182, 8572, 9275, 5235, 6989, 6592, 4618, 7883, 5702, 3999, 925, 2419, 7838, 3073, 488, 21, 3280, 9915, 3672, 579]


理解一下大概是,先伪随机数异或求出dp值,然后是个经典的rsa的dp泄露(网上有现成脚本)

众所周知,给定了生成随机数的种子,生成的随机数不变,这里种子已经给出了就很好做了

完整脚本如下:

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import random
import gmpy2
import binascii
from Crypto.Util.number import *

seeds = [4827, 9522, 552, 880, 7467, 7742, 9425, 4803, 6146, 4366, 1126, 4707, 1138, 2367, 1081, 5577, 4592, 5897, 4565, 2012, 2700, 1331, 9638, 7741,
50, 824, 8321, 7411, 6145, 1271, 7637, 5481, 8474, 2085, 2421, 590, 7733, 9427, 3278, 5361, 1284, 2280, 7001, 8573, 5494, 7431, 2765, 827, 102, 1419, 6528, 735, 5653, 109, 4158, 5877, 5975, 1527, 3027, 9776, 5263, 5211, 1293, 5976, 7759, 3268, 1893, 6546, 4684, 419, 8334, 7621, 1649, 6840, 2975, 8605, 5714, 2709, 1109, 358, 2858, 6868, 2442, 8431, 8316, 5446, 9356, 2817, 2941, 3177, 7388, 4149, 4634, 4316, 5377, 4327, 1774, 6613, 5728, 1751, 8478, 3132, 4680, 3308, 9769, 8341, 1627, 3501, 1046, 2609, 7190, 5706, 3627, 8867, 2458, 607, 642, 5436, 6355, 6326, 1481, 9887, 205, 5511, 537, 8576, 6376, 3619, 6609, 8473, 2139, 3889, 1309, 9878, 2182, 8572, 9275, 5235, 6989, 6592, 4618, 7883, 5702, 3999, 925, 2419, 7838, 3073, 488, 21, 3280, 9915, 3672, 579]
res = [55, 5, 183, 192, 103, 32, 211, 116, 102, 120, 118, 54, 120, 145, 185, 254, 77, 144, 70, 54, 193, 73, 64, 0, 79, 244, 190, 23, 215, 187, 53, 176, 27, 138, 42, 89, 158, 254, 159, 133, 78, 11, 155, 163, 145, 248, 14, 179, 23, 226, 220, 201, 5, 71, 241, 195, 75, 191, 237, 108, 141, 141, 185, 76, 7, 113, 191, 48, 135, 139, 100, 83, 212, 242, 21, 143, 255, 164, 146, 119, 173, 255, 140, 193, 173, 2, 224, 205, 68, 10, 77, 180, 24, 23, 196, 205, 108, 28, 243, 80, 140, 4, 98, 76, 217, 70, 208, 202, 78, 177, 124, 10, 168, 165, 223, 105, 157, 152, 48, 152, 51, 133, 190, 202, 136, 204, 44, 33, 58, 4, 196, 219, 71, 150, 68, 162, 175, 218, 173, 19, 201, 100, 100, 85, 201, 24, 59, 186, 46, 130, 147, 219, 22, 81]

dp=""
for i in range(0, len(res)):
random.seed(seeds[i])
rands = []
for j in range(0,4):
rands.append(random.randint(0,255))
a=rands[i%4]
dp+=chr(res[i]^a)
print(dp)

n=81196282992606113591233615204680597645208562279327854026981376917977843644855180528227037752692498558370026353244981467900057157997462760732019372185955846507977456657760125682125104309241802108853618468491463326268016450119817181368743376919334016359137566652069490881871670703767378496685419790016705210391
c=61505256223993349534474550877787675500827332878941621261477860880689799960938202020614342208518869582019307850789493701589309453566095881294166336673487909221860641809622524813959284722285069755310890972255545436989082654705098907006694780949725756312169019688455553997031840488852954588581160550377081811151
dp=5372007426161196154405640504110736659190183194052966723076041266610893158678092845450232508793279585163304918807656946147575280063208168816457346755227057
e=65537

for i in range(1, e):
if (dp * e - 1) % i == 0:
if n % (((dp * e - 1) // i) + 1) == 0:
p = ((dp * e - 1) // i) + 1
q = n // (((dp * e - 1) // i) + 1)
phi = (q - 1) * (p - 1)
d = gmpy2.invert(e, phi)
m = pow(c, d, n)
flag=long_to_bytes(m) #0x56006392793406549012915975207582000335336081517127286295437299100128144059518792192004013138662286717
print(flag) #flag{74281db3-c6f0-e59a-4da6-39b8c71250fe}