February 5, 2016
Every so often I get it in mind to start solving the daily cryptogram in the newspaper. For instance:
[Category: Literature] V MVXEGC NK V RGIIZH HYZ IGXDK PZQ YNK QLMCGIIV HYGX AYG KQX NK KYNXNXO VXD HZXAK NA MVUE AYG LNXQAG NA MGONXK AZ CVNX. — LVCE AHVNX
The first word is either A or I, and the repeated two-letter words NK, NK, NA and NA suggest words like IF, IS, IT or OF, ON, OR. Further, the digraph NK also appears as YNK. So we guess that NK is IS, YNK is HIS, and V is A. Now the author LVCE AHVNK is _A__ __AI_, which rather strongly suggests MARK TWAIN. Now we have the phrase WH_N TH_ S_N IS SHININ_, which is almost certainly WHEN THE SUN IS SHINING, and the rest of the cryptogram is easy: A BANKER IS A FELLOW WHO LENDS YOU HIS UMBRELLA WHEN THE SUN IS SHINING AND WANTS IT BACK THE MINUTE IT BEGINS TO RAIN. — MARK TWAIN.
We’ve written a program to solve cryptograms, a long time ago, using a dictionary attack, but sometimes it’s still fun to solve them by hand. One way a computer can help is by creating frequency tables of single letters, digraphs, and trigraphs; in the puzzle shown above, a table of digraphs leads quickly to NX, which appears six times, along with NK (three times) and NA (two times), which quickly limits the possibilities for the letter N. We didn’t use it in the analysis above, but AYG is the most common trigram, and both times it appears it is a word by itself, so it is almost certainly THE or AND. Thus, frequency tables quickly lead to a solution.
Your task is to write a program that generates frequency tables, including single characters, digraphs, trigraphs, and other lengths. When you are finished, you are welcome to read or run a suggested solution, or to post your own solution or discuss the exercise in the comments below.
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