MD2 Hash Tool
Other Hash Generator
MD2 MD4 MD5 SHA1 SHA224 SHA256 SHA384 SHA512/224 SHA512/256 SHA512 SHA3-224 SHA3-256 SHA3-384 SHA3-512 RIPEMD128 RIPEMD160 RIPEMD256 RIPEMD320 WHIRLPOOL TIGER128,3 TIGER160,3 TIGER192,3 TIGER128,4 TIGER160,4 TIGER192,4 SNEFRU SNEFRU256 GOST GOST-CRYPTO ADLER32 CRC32 CRC32B CRC32C FNV132 FNV1A32 FNV164 FNV1A64 JOAAT MURMUR3A MURMUR3C MURMUR3F XXH32 XXH64 XXH3 XXH128 HAVAL128,3 HAVAL160,3 HAVAL192,3 HAVAL224,3 HAVAL256,3 HAVAL128,4 HAVAL160,4 HAVAL192,4 HAVAL224,4 HAVAL256,4 HAVAL128,5 HAVAL160,5 HAVAL192,5 HAVAL224,5 HAVAL256,5The MD2 (Message Digest 2) algorithm is a cryptographic hash function designed to produce a 128-bit hash value from an arbitrary-length input message. Developed to ensure data integrity, MD2 operates through a series of well-defined transformations and a fixed-size block processing structure. The algorithm begins by dividing the input into 16-byte blocks, applying padding to the final block if necessary to reach the required length. Each block undergoes a checksum calculation that accumulates the message's data characteristics, forming a 16-byte checksum appended to the input for further processing.
Initialization and State Setup
MD2 uses a 48-byte internal state divided into three sections: the first 16 bytes store the previous hash value, the next 16 bytes retain the current message block, and the final 16 bytes serve as temporary storage for intermediate calculations. Initially, all state bytes are set to zero. A predefined 256-byte substitution table, derived from a permutation of values 0 to 255, is employed for nonlinear transformations during processing.
Block Processing Procedure
Each 16-byte block is processed in three primary steps. First, the block is combined with the current state through XOR operations, integrating message data into the hash computation. Second, the algorithm applies the substitution table to each byte of the state sequentially, using the previous byte’s transformed value to influence the next. This introduces nonlinearity and diffusion into the hash function. Third, the state undergoes 18 rounds of iterative transformations, where each byte is updated based on the substitution table and cumulative state-dependent values. After completing all rounds, the first 16 bytes of the state are extracted as the current hash value.
Checksum Integration
Upon processing all message blocks, the algorithm appends the 16-byte checksum to the message and processes it in the same block transformation procedure. This ensures that alterations in message content, including rearrangements or insertions, produce distinctly different hash outputs, enhancing collision resistance relative to simple linear hash functions.
Output Generation
Once the checksum block has been incorporated and transformed, the first 16 bytes of the final state are output as the MD2 hash. The resulting 128-bit digest represents a condensed, unique fingerprint of the original input, suitable for integrity verification in digital communication and storage systems. MD2, while historically significant, is considered insecure against modern cryptanalysis, but its design principles demonstrate early techniques for byte-wise substitution, iterative transformation, and checksum-based data integration.