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Read online: https://inventwithpython.com/cracking... 📚 Get the book Cracking Codes with Python: https://amzn.to/3DBzhmf 🔨 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cryptography, CMAC (Cipher-based Message Authentication Code) is a block cipher-based message authentication code algorithm. It may be used to provide assurance of the authenticity and, hence...","preview":{"posterSrc":"data:image/png;base64,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cover the Vigenère Cipher - the most secure cipher we covered so far. 13:29 - Summary...","preview":{"posterSrc":"data:image/png;base64,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hack the Vigenère Cipher using two different approaches. to break the Vigenère Cipher 27:04 - Practice Questions 30:08 - Summary...","preview":{"posterSrc":"data:image/png;base64,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write a program to generate keys for the Public Key Cipher. Why we Can't Hack the Public Key Cipher 7:25 - Programming the Public Key Cipher 16:21 - Summary...","preview":{"posterSrc":"data:image/png;base64,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cover the basics of cryptography, the difference between codes and ciphers, Caesar's Cipher and the cipher wheel. Read online: https://inventwithpython.com/cracking... 📚 Get the book Cracking...","preview":{"posterSrc":"data:image/png;base64,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The Complete History of Ciphers, Codes, and Cryptography From ancient secrets etched in stone to the quantum frontiers of modern encryption, this is the ultimate journey through 4,000 years 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Review: Caesar Cipher Encryption / Decryption in Python Helpful? Please support me on Patreon: / roelvandepaar With thanks & praise to God, and with thanks to the many people who have 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Review: encrypt files using a variant of Vernam Cipher in C language Helpful? Please support me on Patreon: / roelvandepaar With thanks & praise to God, and with thanks to the many people...","preview":{"posterSrc":"data:image/png;base64,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stringalphabet=string.ascii_lowercasedef decrypt(): print(\"Welcome to Caesar Cipher Decryption\\n\") encrypted_message=input(\"Enter the 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Review: Caesar Cipher encryption/decryption Helpful? Please support me on Patreon: / roelvandepaar With thanks & praise to God, and with thanks to the many people who have made this 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Review: Symmetric cipher Helpful? Please support me on Patreon: / roelvandepaar With thanks & praise to God, and with thanks to the many people who have made this project possible! 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Review: Vigenere cipher C program Helpful? Please support me on Patreon: / roelvandepaar With thanks & praise to God, and with thanks to the many people who have made this project possible! 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English-American Sign Language dictionary contains video for over 100,000 words. #asl #asldictionary #learnasl #learnsignlanguage 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The course is designed for students from Grade 8 - 12. Learn now with our expert mentor, Nalin 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over a coding problem which requires us to encrypt text using a Substitution cipher, and solving it with the help of the C programming language. 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MAC based on block cipher | Data Authentication Code | Cipher based Message Authentication Code In this video, I have covered 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1: Hill Cipher Encryption in Python with complete elaboration of each step. #NOTE: There is a typo in this code before Line 21-22 of code @ 3:58. We've rectified in first 2 minutes of Part...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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Review: Vigenere's Cipher in C Helpful? Please support me on Patreon: https://www.patreon.com/roelvandepaar With thanks & praise to God, and with thanks to the many people who have made 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values in the code example to decrypt different caesar cipher encrypted data. ... #python caesar cipher encrypt #python caesar cipher program #python caesar cypher #python caesar 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Review: Caesar Cipher written in Python Helpful? Please support me on Patreon: / roelvandepaar With thanks & praise to God, and with thanks to the many people who have made this 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Review: Simple Caesar cipher cryptanalysis in Ruby Helpful? 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this...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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covert CIA intelligence officer Andrew Bustamante teaches you how to use a basic alphabet cipher to encode and decode secret messages. 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the...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"32","reqid":"1771397676363266-6934581458864013490-balancer-l7leveler-kubr-yp-klg-126-BAL","isAdultDoc":false,"relatedParams":{"text":"How 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Cipher Encryption And Decryption Python Code Solution: http://www.innovativecodesacademy.in/... Ascii Values: Ascii-American Standard Code for Information Interchange, Ascii is a 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Scenario:😸 One of the Ciphers' secret messages was recovered from an old system alongside the encryption algorithm, but we are unable to decode it. Order: Can you help void to decode the...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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Review: caesar cipher (rot＜2-25＞) Helpful? Please support me on Patreon: / roelvandepaar With thanks & praise to God, and with thanks to the many people who have made this project possible! 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the ultimate Claude Code coding setup with Kimi K2 and Cipher. Access Cipher: https://github.com/campfirein/cipher 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Start practicing—and saving your progress—now: https://www.khanacademy.org/computing... Brit introduces the polyalphabetic cipher, which creates 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cipher (or cypher) is an algorithm for performing encryption or decryption—a series of well-defined steps that can be followed as a procedure. An alternative, less common term is encipherment.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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to encrypt and decrypt passwords using Cipher Algorithm and how it works? 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Decode the message in the comments below and see if you're a true cipher master! Don’t forget to like, subscribe, and hit the notification bell for 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Please support me on Patreon: / roelvandepaar With thanks & praise to God, and with thanks to the 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Code:- https://github.com/cypher-nullbyte/Cr... Vignere Cipher:- • Vignere Cipher Encryption and Decryption 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Discussion: CDI 01 Week 12 Day 02 \"Cryptography (Codes,Cipher)\" To God be the Glory! This is my only social media accounts: Facebook: / jaydadula IG: / dadula_jay Tiktok...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh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this entry we are going to code a program that would bruteforce a cipher code and decrypt its message. For the code --- 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Review: Vigenere cipher with random salt Helpful? Please support me on Patreon: / roelvandepaar With thanks & praise to God, and with thanks to the many people who have made this project...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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