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Cryptopals

These are my solutions to the original 6 sets of Cryptopals crypto challenges (also called the Matasano challenges). These solutions are written in Python 3.

  • 01. Convert hex to base64
  • 02. Fixed XOR
  • 03. Single-byte XOR cipher
  • 04. Detect single-character XOR
  • 05. Implement repeating-key XOR
  • 06. Break repeating-key XOR
  • 07. AES in ECB mode
  • 08. Detect AES in ECB mode
  • 09. Implement PKCS#7 padding
  • 10. Implement CBC mode
  • 11. An ECB/CBC detection oracle
  • 12. Byte-at-a-time ECB decryption (Simple)
  • 13. ECB cut-and-paste
  • 14. Byte-at-a-time ECB decryption (Harder)
  • 15. PKCS#7 padding validation
  • 16. CBC bitflipping attacks
  • 17. The CBC padding oracle
  • 18. Implement CTR, the stream cipher mode
  • 19. Break fixed-nonce CTR mode using substitions
  • 20. Break fixed-nonce CTR statistically
  • 21. Implement the MT19937 Mersenne Twister RNG
  • 22. Crack an MT19937 seed
  • 23. Clone an MT19937 RNG from its output
  • 24. Create the MT19937 stream cipher and break it
  • 25. Break "random access read/write" AES CTR
  • 26. CTR bitflipping
  • 27. Recover the key from CBC with IV=Key
  • 28. Implement a SHA-1 keyed MAC
  • 29. Break a SHA-1 keyed MAC using length extension
  • 30. Break an MD4 keyed MAC using length extension
  • 31. Implement and break HMAC-SHA1 with an artificial timing leak
  • 32. Break HMAC-SHA1 with a slightly less artificial timing leak
  • 33. Implement Diffie-Hellman
  • 34. Implement a MITM key-fixing attack on Diffie-Hellman with parameter injection
  • 35. Implement DH with negotiated groups, and break with malicious "g" parameters
  • 36. Implement Secure Remote Password (SRP)
  • 37. Break SRP with a zero key
  • 38. Offline dictionary attack on simplified SRP
  • 39. Implement RSA
  • 40. Implement an E=3 RSA Broadcast attack
  • 41. Implement unpadded message recovery oracle
  • 42. Bleichenbacher's e=3 RSA Attack
  • 43. DSA key recovery from nonce
  • 44. DSA nonce recovery from repeated nonce
  • 45. DSA parameter tampering
  • 46. RSA parity oracle
  • 47. Bleichenbacher's PKCS 1.5 Padding Oracle (Simple Case)
  • 48. Bleichenbacher's PKCS 1.5 Padding Oracle (Complete Case)

Still to come

  • Refactoring of solutions to Sets 1-6
  • Solutions to Sets 7 and 8 (beyond the "original" challenges)

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My solutions to the Cryptopals crypto challenges (also known as the Matasano challenges)

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