LCRYPT: Unbreakable Binary-Level Encryption

In the digital age, securing data at its core is crucial. LCRYPT offers a revolutionary encryption solution that protects data at the binary level, ensuring integrity and confidentiality. Unauthorized access is impossible without the decryption keys.

Description

LCRYPT encrypts files at the binary level, making data indecipherable without the correct keys. This method provides top-tier security, rendering manual decryption futile without the appropriate keys. LCRYPT-encrypted files resist reverse engineering due to their complexity. Each byte is shuffled randomly with a dynamic password and corresponds to a value between 0 and 255, complicating decryption attempts without the original tool. Even with the LCRYPT tool, brute force decryption is impractical due to the vast number of possible combinations and the required computational resources. The encryption's complexity remains a significant barrier, even against advancements in quantum computing.

Installation & Run

git clone https://github.com/Locotir/LCRYPT
cd LCRYPT
pip3 install -r requirements.txt
python LCRYPT.py

Targets accepted

All type of files and folders

I take NO responsibility in misuse

This program is provided for educational and research purposes only. The user assumes all responsibility for the use of the program. The developer is not responsible for any misuse, damage or problems caused by the program. It is strongly recommended to use this software in an ethical and legal manner.

Program Operation

Note

[@] Binary Shuffle
[@] Reverse Binary Chain
[@] Fill with bits between each original bit
[@] Convert each 8bit string to decimal (0-255):Psswd randomized

Graphical Explanation

Target

After compresion, shuffling, reverse, padding and bytes to decimal number saved in binary format:

Console Preview

Breakthrough Attempt

Scenario

For a simpler visualization, in this case we are not using TAR as it leads to a bigger file for the small files.

Target: Text file, contains 'a'

• Content in binary: 01100001 00001010
• Content in HEX: 610a

Encrypted with padding = 1:

• Content in binary: 11110010 01010110 11111110 10001000
• Content in HEX: f256 fe88

Process

• 1. Original bits: 01100001 00001010
• 2. Byte random sequence: [1, 2, 5, 3, 0, 6, 4, 7] & [7, 2, 6, 5, 3, 1, 4, 0] : Randomized with the passwd for each byte
• 3. Result reversed: 00111110 11011101
• 4. Adding Padding: 00000111 01011110 11010011 11010011 : Each bit generated is also random
• 5. Byte to decimal (Each list is randomized with passwd+(padding value)):
• 00000111 : 142 | 01011110 : 167 | 11010011 : 151 | 11010011 : 151
• 6. Decimal to byte:
• 142 : 10001110 | 167: 10100111 | 151 : 10010111 | 151 : 10010111
• 7. Result: 10001110 10100111 10010111 10010111

Break Attempt

The result file is never gonna have metadata about the original file. Also the lack of a file type patterns also disapears adding !=0 padding. From here, any atempt for decrypting the file is impossible.

Let's imagine, the atacker knows the encryption method and the original file size:

• As in this case, the file is double the size, so padding is 1.

• If he attempts to remove the padding, the result will be: 00100011 01110111

• ㅤㅤㅤㅤㅤㅤㅤㅤㅤㅤㅤㅤㅤㅤㅤㅤㅤㅤthe original looks: 01100001 00001010 (not even close obviously)

• In just 2 bytes of 8bits exists 65.536 possible combinations.

• The correct way to decrypt the file is by having the decimal to byte reference list which is generated with passwd+(padding value)

• Only if the attacker knows exactly the start or end of a byte in the file: He would need to create each unique list 1-256 of 256 lenght and then remove padding and verify if the original byte is there. This sounds possible, but it really dosen't make sense as the possible unique lists is: 857817775342842654119082271681232625157781520279485619859655650377269452553147589377440291360451408450375885342336584306157196834693696475322289288497426025679637332563368786442675207626794560187968867971521143307702077526646451464709187326100832876325702818980773671781454170250523018608495319068138257481070252817559459476987034665712738139286205234756808218860701203611083152093501947437109101726968262861606263662435022840944191408424615936000000000000000000000000000000000000000000000000000000000000000 So, here also there is no way to decrypt the file.

• The last option and only possible one is by bruteforcing the decryption process from the program. For the smallests files, the execution time is aprox 0.05s. If the attacker uses a 14M passwords dictionary: ~8 days would take. But using a password long enough and not listed in any dictionary, it would take for ever.