As part of a 'Capture The Flag' challenge the attached jpg was scrambled to obscure the content. The image ("flagpoles.jpg") is 1600 pixels by 1600 pixels. The concentric lines appear to have a blocksize of 10 pixels wide. (It resembles a Frank Stella painting). It appears the original image has been split into four portions which are arranged symmetrically around the center. I have been trying to write a python script to work through the pixels and unscramble the concentric squares. My efforts have resulted in two useless recurring conditions, either no change or increased scrambling. I think this might be because I am working on the entire image and it might be better to try and unscramble part of it. Here is the code I have. At the moment it only processes half of the pixels because I am trying to match up portions of the picture with each other. I tried sending the blocks to the other side of the image to try and match them up, but there is no improvement. Any assistance in getting a clear picture would be gratefully received.
from PIL import Image
import math
im = Image.open("flagpoles.jpg", "r")
pic = im.load()
def rot(A, r, x1, y1):
myArray = []
for i in range(r):
myArray.append([])
for j in range(r):
myArray[i].append(pic[x1+i, y1+j])
for i in range(r):
for j in range(r):
pic[x1+i,y1+j] = myArray[r-1-i][r-1-j]
xres = 800
yres = 800
blocksize = 10
for i in range(blocksize, blocksize+1):
for j in range(int(math.floor(float(xres)/float(blocksize+2+i)))):
for k in range(int(math.floor(float(yres)/float(blocksize+2+i)))):
rot(pic, blocksize+2+i, j*(blocksize+2+i), k*(blocksize+2+i))
im.save("hopeful.png")
print("Finished!")
The image seems to consist of concentric square boxes of width 10 pixels, each rotated by 90° relative to the previous one. After every four rotations, the pixels are once again oriented in the same direction.
You can easily undo this by making a copy of the image and repeatedly rotating by 270° while cropping away a 10 px border. Paste these rotated images back into the corresponding locations to retrieve the original image.