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=Crypto Puzzles=
=Crypto Puzzles=
The following cryptopuzzles follow a common format. See [[Puzzles/Crypto Puzzles]]


==Level 1==
==Level 1==

Revision as of 19:45, 18 September 2016

Crypto Puzzles

The following cryptopuzzles follow a common format. See Puzzles/Crypto Puzzles

Level 1

Level 1 crypto puzzles: Puzzles/Crypto Level 1

Puzzles/Crypto Level 1/Puzzle 1 - Java encoded with Caesar cipher

Puzzles/Crypto Level 1/Puzzle 2 - Caesar cipher cryptograms with spaces

Puzzles/Crypto Level 1/Puzzle 3 - Caesar cipher cryptograms with no spaces (frequency or brute force)

Puzzles/Crypto Level 1/Puzzle 4 - Blocks of 8 integers, numbers -> letters -> message directly, filled in with DDDs

Puzzles/Crypto Level 1/Puzzle 5 - Affine cipher ax+b (modular arithmetic focus, gcd, Euclid's algorithm)

Puzzles/Crypto Level 1/Puzzle 6 - Affine cipher ax+b (cipher focus)

Puzzles/Crypto Level 1/Puzzle 7 - OTP - modular arithmetic, chunks of data, first line of novels as OTP keys.

Puzzles/Crypto Level 1/Puzzle 8 - OTP with generating token

Puzzles/Crypto Level 1/Puzzle 9 - Final Challenge Puzzle

Level 2

Level 2 crypto puzzles: Puzzles/Crypto Level 2

Puzzles/Crypto Level 2/Puzzle 1 - Java encoded with Caesar cipher

Puzzles/Crypto Level 2/Puzzle 2 - more Caesar cipher cryptograms, no spaces (frequency or brute force)

Puzzles/Crypto Level 2/Puzzle 3 - Caesar encoded with numbers in blocks of 8

Puzzles/Crypto Level 2/Puzzle 4 - Affine cipher, gcd, Euclid's algorithm

Puzzles/Crypto Level 2/Puzzle 5 - Modular arithmetic, multiplicative inverses, importance of prime modulus and factoring

Puzzles/Crypto Level 2/Puzzle 6 - Modular exponentiation, Fermat's Little Theorem, Euler's Theorem, relative prime

Puzzles/Crypto Level 2/Puzzle 7 - RSA baby steps

Puzzles/Crypto Level 2/Puzzle 8 - RSA bigger numbers

Puzzles/Crypto Level 2/Puzzle 9 - Final Challenge Puzzle

(Finite fields? mod arithmetic with different base)

References

Related Wiki Pages

Pangrams

Puzzles/Clues

External Links

http://www.math.brown.edu/%7Ejhs/MathCrypto/MCOnlineExercises.html


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