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Homepage on Aditya Telange

One Year with evil-winrm-py - A Retrospective Bypassing LinkedIn's Connection Privacy with a Simple Search Filter Making Dynamic Instrumentation Accessible with Frida UI Breaking Payload Encryption in Web Applications HackTheBox (HTB) - Escape HackTheBox (HTB) - Resolute HackTheBox (HTB) - Certified State of VMWare Workstation (Pro?) on Linux Android App Security Testing Lab with MobSleuth Android phone as a Webcam on Linux Breaking down Reverse shell commands HackTheBox (HTB) - Photobomb Merging AOSP Security Patches into Custom ROMs Primer on HTTP Security Headers Image Zoom-In effect with HUGO HackTheBox (HTB) - Legacy HackTheBox (HTB) - Lame Cryptohack - Resisting Bruteforce [10 pts] Cryptohack - RSA Starter 1 [10 pts] Cryptohack - Base64 [10 pts] Cryptohack - Bytes and Big Integers [10 pts] Cryptohack - Hex [5 pts] Cryptohack- XOR Starter [10 pts] HackTheBox (HTB) - Horizontall HackTheBox (HTB) - Forge HackTheBox (HTB) - Previse HackTheBox (HTB) - BountyHunter HackTheBox (HTB) - Explore HackTheBox (HTB) - Cap HackTheBox (HTB) - Pit HackTheBox (HTB) - Knife HackTheBox (HTB) - Love HackTheBox (HTB) - Tenet HackTheBox (HTB) - Ready Watermarking images with HUGO My Github Project went viral! Cryptohack - ASCII [5 pts] Cryptohack - Finding Flags [2 pts] Cryptohack - Great Snakes [3 pts] Cryptohack - JWT Sessions [10 pts] Cryptohack - Network Attacks [5 pts] Cryptohack - Token Appreciation [5 pts] CAF's Android for MSM Basic Website Analytics with Vercel Github Actions as Temporary File Sharing Platform Addition of prebuilt APK - AOSP Rom Development External Link With target='_blank' in Hugo Markdown Setting Up Build Environment - AOSP Rom Development Getting Started - AOSP Rom Development Using Secure HTTP Headers with Vercel/Zeit Education and Certifications Link Tree ↟ | Aditya Telange Personal Projects Resume - Aditya Telange Security Acknowledgements About Me Graph View License Privacy Policy
Cryptohack - Keyed Permutations [5 pts]
[Aditya Telange](https://x.com/adityatelange) · 2022-05-20 · via Homepage on Aditya Telange

The Solution is shared considering CAN I SHARE MY SOLUTIONS?

Problem

AES, like all good block ciphers, performs a “keyed permutation”. This means that it maps every possible input block to a unique output block, with a key determining which permutation to perform.

A “block” just refers to a fixed number of bits or bytes, which may represent any kind of data. AES processes a block and outputs another block. We’ll be specifically talking the variant of AES which works on 128 bit (16 byte) blocks and a 128 bit key, known as AES-128.

Using the same key, the permutation can be performed in reverse, mapping the output block back to the original input block. It is important that there is a one-to-one correspondence between input and output blocks, otherwise we wouldn’t be able to rely on the ciphertext to decrypt back to the same plaintext we started with.

What is the mathematical term for a one-to-one correspondence?

Solution

FLAG := crypto{bijection}