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A type of monoalphabetic substitution cipher, wherein each letter in an alphabet is mapped to its numeric equivalent, encrypted using a simple function `(ax + b) mod m`.

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How does this affine cipher work?

W = 87; I = 73; S = 83; K = 75 This yields the following system of equations: $\begin{cases} 87a+b \equiv 64066 \pmod {256256}\\ 73a+b \equiv 158368 \pmod {256256}\\ 83a+b \equiv 92525 \pmod {256256 …
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