A Comprehensive Guide to PGP: Technical Deep Dive

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Pretty Good Privacy (PGP) is a robust encryption program that ensures privacy and authentication for data communication. Developed by Phil Zimmermann in 1991, it’s widely used for securing emails, files, and directories. This article explores the technical details of PGP, including its algorithms, key management, and detailed processes for encryption, decryption, and signing. Cryptographic Foundations
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Extracting EC Public Keys with OpenSSL

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In the realm of cryptography, handling and managing keys is a crucial task. The command provided is a series of operations using OpenSSL and other command-line utilities to extract and format an elliptic curve (EC) public key. Let’s break down the command to understand its purpose and functionality. The Command Extracting EC Public Keys with
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Cryptocurrency 101

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A cryptocurrency (or Blockchain networks for secure and transparent transactions. Blockchains play a crucial role in maintaining the integrity and immutability of transactional data for cryptocurrencies, making them a reliable and efficient medium of exchange. Decentralized blockchain networks form the backbone of many cryptocurrencies, ensuring a high level of security and preventing fraudulent activities such
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Bitcoin 101

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Bitcoin is the world’s first cryptocurrency on the Bitcoin blockchain network. BTC has gained significant popularity since its inception in 2009. It functions as a decentralized, peer-to-peer electronic cash system, allowing users to make transactions without the need for a central authority. Bitcoin History Bitcoin’s story begins with the release of a whitepaper by an
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Generating ECDSA K1 and R1 keys using OpenSSL in Linux

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ECDSA keys are commonly used in various areas like blockchains. OpenSSL is a commonly used tools in Linux for handling signature/encryption/decryption. This post introduces how to generate ECDSA keys using OpenSSL in Linux. Generate keys for K1 secp256k1 elliptic curve We start with K1 (secp256k1) as the example. To generae ECDSA keys using other curves,
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