Code Correction

a puzzle game based on parity and hamming codes.
each puzzle is randomly generated. first a binary code is generated. then a binary key is created based on the original binary code. finally a single digit within the original binary code is inverted. using the key you must find the binary digit that was inverted.
modes
2×2 = 2^(2*2)*2*2 = 64 possible combinations
4×4 = 2^(4*4)*4*4 = 1,048,576 possible combinations
8×8 = 2^(8*8)*8*8 = over 1,180,000,000,000,000,000,000 possible combinations
16×16 = 2^(16*16)*16*16 = a very large number.
32×32 = 2^(32*32)*32*32 = more puzzles than any human can solve in a lifetime.
PC requirements:
Minimum:- OS: windows xp
- Processor: pentium 233 MHz
- Memory: 64 MB RAM
- Graphics: DirectX 9 compatible
- Storage: 57 MB available space
- Sound Card: NA
- OS: windows xp
- Processor: pentium 233 MHz
- Memory: 64 MB RAM
- Graphics: DirectX 9 compatible
- Storage: 57 MB available space
- Sound Card: NA