Modular Arithmetic and Cryptography!
It might help us to think about modular arithmetic as the remainder when we divide by the modulus. For example 214 (mod 5) = 4 since 214 5 = 42 with remainder 4 (because 5 = 42*5 +4). 1. ... Pick any small integer (say 3). This will be the \key length" 2) Now since we chose 3 above, we need to pick 3 di erent numbers to be our shifts ...
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