An alphametic puzzle (also sometimes known as a cryptarithm) is a type of puzzle where words are put together into an arithmetic formula such that digits can be substituted for the letters to make the formula true. Here are two examples, the first being one of the simplest and the second being probably the best known alphametic puzzle:

I S E N D + B B + M O R E ----- --------- I L L M O N E Y

In the first, I = 1, B = 9, and L = 0. There are many more of these puzzles available.

There are two rules that must be followed for solutions:

- The leftmost letter can't be zero in any word.
- There must be a one-to-one mapping between letters and digits. In other words, if you choose the digit 6 for the letter M, then all of the M's in the puzzle must be 6 and no other letter can be a 6.

**
If you'd like to find some of your own puzzles, try my
alphametic generator.
**

This will only solve addition puzzles, although any number of summands may be used.

7,732 visits (13 today, 72 this week, 235 this month, 1,856 this year) since January 24, 2015.

216,488 visits between July 3, 1998 and January 24, 2015 at a different URL.

For comments, email: Truman Collins (truman.collins+alpha@gmail.com)

Most recent update: January 24, 2015

http://www.trumancollins.net/truman/alphamet/alpha_solve.shtml