Syrio Forel (100pts)
Description
Flag format:aupCTF{***_*****}
Approach
the dump file contains a very large base64 string
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
lets decode it
┌──(kali㉿iasad)-[~/CTFs/aupctf]
└─$ cat dump.txt | base64 -d > data
┌──(kali㉿iasad)-[~/CTFs/aupctf]
└─$ file data
data: JPEG image data, JFIF standard 1.01
┌──(kali㉿iasad)-[~/CTFs/aupctf]
└─$ mv data photo.jpeg
When the photo is revealed, we encounter a famous dialogue from Game of Thrones. Syrio Forel asks Arya Stark, “What do we say to the god of death?” Arya replies, “Not today.”
Flag: not_today
Masterpeice (100pts)
Description
chahat has something for you listen carefully till the end.
Approach
the first thing I do with audio steganography is to look for Spectrogram. you can use sonic-visualiser to do this.
Open the file “masterpiece.wav” using sonic-visualiser and navigate to the “Layer” section. and add Spectrogram layer, scroll to the end and you will get the flag
Flag: aupCTF{Sp3ct0gr4m_ri4ght}
LSB (100pts)
Description
you got this…file
Approach
its clear from the name of the challenge that flag is hidden in least significant bits we can use zsteg to extract the flag
┌──(kali㉿iasad)-[~/CTFs/aupctf]
└─$ zsteg naruto.png
imagedata .. text: "$:;`VV(-1"
b1,b,lsb,xy .. file: OpenPGP Secret Key
b1,rgb,lsb,xy .. text: "aupCTF{zst1g-1s-c00l_rig3ht}"
b2,rgb,lsb,xy .. file: big endian ispell 3.0 hash file
Flag: aupCTF{zst1g-1s-c00l_rig3ht}
Deep (200pts)
Description
Flag format: aupCTF{****_****}
Hint💡: looking for password ? well thats the iconic dialogue of iron man
Approach
its a very large audio file and we know an audio stego tool that can hide very large data in audio files and the name of the challenge also hint to that its deepsound
Upon opening the file using DeepSound, we successfully uncover the hidden data, which happens to be password-protected. Following the provided hint, we enter “iamironman” as the password, and indeed, it is the currect password.
We have obtained an executable file named “marvel.exe.” you have two options: either decompile the file or answer a series of questions to obtain the flag.
As a marvel fan I can answer the question
Now that we have the flag format, we know that Iron Man made his first appearance in 2008 and his last appearance in 2019. Therefore, the flag is “aupCTF{2008_2019}”.
Flag: aupCTF{2008_2019}
Obfuscated (200pts)
Description
Approach
we have a broken image lets compare its magic bytes with a real jpeg image
Given File Header: FF 8D FF 0E 00 01 A4 64 94 64 00 10
Real JPEG Header: FF D8 FF E0 00 10 4A 46 49 46 00 01
we can see that the every two hexadecimals have been swapped with each other in the whole image, we can fix it using python
def reverse_hex_swap_in_jpg(file_path):
with open(file_path, 'rb') as file:
data = file.read()
hex_data = data.hex()
reversed_hex_data = ''.join([hex_data[i+1] + hex_data[i] for i in range(0, len(hex_data), 2)])
reversed_data = bytes.fromhex(reversed_hex_data)
new_file_path = recovered + '.jpg'
with open(new_file_path, 'wb') as new_file:
new_file.write(reversed_data)
print(f"Hex values reversed successfully. JPG saved as '{new_file_path}'.")
jpg_file_path = 'flag.jpg'
reverse_hex_swap_in_jpg(jpg_file_path)
Flag: aupCTF{sw4p3d_w0w453?5422asd!1}
XOR (300pts)
Description
Approach
Two noise images are provided for the challenge, and the task name implies that we need to perform an XOR operation on the two images. This can be accomplished using either a Python script or the stegsolve.jar tool.
Here is a Python script that can perform the required XOR operation:
from PIL import Image
img1 = Image.open("img1.png")
img2 = Image.open("img2.png")
original_image = Image.new("RGB", img1.size)
for x in range(img1.width):
for y in range(img1.height):
pixel_img1 = img1.getpixel((x, y))
pixel_img2 = img2.getpixel((x, y))
original_pixel = tuple(p1 ^ p2 for p1, p2 in zip(pixel_img1, pixel_img2))
original_image.putpixel((x, y), original_pixel)
original_image.save("recovered.png")
Another approach is to use stegsolve.jar:
- Open
img1
using stegsolve.jar. - Go to the “Analyze” tab and select “Image Combiner.” and add
**img2**
Resultant Image
It appears that we have YouTube Shorts ID “LYkCU8Kn3a8.” To verify its contents, we can visit the URL https://www.youtube.com/shorts/LYkCU8Kn3a8.
Upon visiting the page, we find that the video displays random color hues. The description of the video hints that it may be a cipher. A simple Google search reveals that it is indeed a Hexahue cipher.
To decode the cipher, we can use the following online tool: https://www.dcode.fr/hexahue-cipher.
After decoding the Hexahue cipher using the provided website, we successfully obtained our flag.
Flag: aupCTF{W0WGRAPS}
Arcane (300pts)
Description
Approach
Given is an archive file with a .exe
extension. When executed, it generates a directory containing 1000 images of Jinx, along with an img
file.
The img file appears to be corrupted. Upon examining its hex code, it is confirmed that it is a PNG file with a corrupted magic header. To fix this issue, we need to repair the magic header and then open the image. you can find the correct magic header for PNG here
After repairing the image and opening it, we find that it is as a plain white image. To further investigate and extract any hidden data, we can utilize a tool called stegsolve.jar. This tool enables us to analyze and extract hidden information from images.
Blue plane 3 gives us this: a hint
The given hint suggests that the password to unlock the flag is the name of the character, which is “jinx”. To extract hidden data from JPEG images, we can utilize a tool called steghide. However, manually applying steghide to all 1000 images is impractical. To automate the process, we can use a bash one-liner.
┌──(kali㉿iasad)-[~/CTFs/aupctf]
└─$ ls | while read line; do steghide extract -sf $line -p "jinx"; done
------------MORE----------------
steghide: could not extract any data with that passphrase!
steghide: could not extract any data with that passphrase!
steghide: could not extract any data with that passphrase!
steghide: could not extract any data with that passphrase!
steghide: could not extract any data with that passphrase!
wrote extracted data to "flag.txt".
┌──(kali㉿iasad)-[~/CTFs/aupctf]
└─$ cat flag.txt
aupCTF{JinxTheArcaneTrickster}
Flag: aupCTF{JinxTheArcaneTrickster}