Cryptograms are great little
puzzles, they pack a lot of punch for their size! This post shows you the basic
steps when tackling one of these conundrums. I'm rather partial to cryptograms, and have even written a whole book of the little beasts.
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| Either I'm extremely tiny, or these book covers are extremely big! |
A cryptogram is a substitution cipher, which means that each letter of the alphabet has
been replaced, or substituted, with another symbol. This symbol can be another
letter, a number, or a little icon. (In a code whole words are replaced by a single symbol — such as 'shoot the zombies' is encoded as '16' — and they
are very difficult to crack. So don't call cryptograms codes. You'd be wrong, and we can't have that!).
To crack a cryptogram, you
need to use letter frequency analysis. Sounds fucking scary, doesn't it? But don't worry, I'll take you through the basic steps in
this process below.
Here's the cryptogram for this
exercise :
KZV UDFX SODH UT YVPTUUH O KLRYK OY KZV TOYZ YKOES, P
KUKPFFX TVPKRLVFVYY TOYZ KZPK HUVYD'K ZPAV VXVCPFFY UL TODY. HPAV
CPLLX
Here's what you'll need:
- A cryptogram or two
- A pencil
- An eraser
- Some scrap paper
- A brain
Here's the bare bones list of what to do ... I explain these steps below:
• Look for single letter words
• Count the symbols, and find the most common ones
• Look for THE and AND
• Look for THAT
• Look for double letters
• Look for apostrophes
• Look for 2-letter words
1) Look for Singles
A single letter word will almost always be A or I. Pencil one of these choices in over
any single letter word in the cryptogram.
KZV UDFX SODH UT YVPTUUH O KLRYK OY KZV TOYZ
YKOES, P KUKPFFX TVPKRLVFVYY TOYZ KZPK HUVYD'K ZPAV VXVCPFFY UL
TODY. HPAV CPLLX
In this example, there's two
single-letter words, O and P. So O = A or I, and P = I or A!
It's too early to tell which
of these two options is most likely, so we need to carry on to the next step,
keeping these options in mind ...
Use a
pencil to lightly write your guesses above or below each letter in the
cryptogram. The best cryptogram books will give you plenty of room for writing
above or below the lines of the cipher.
2) Counting Letters
In English text, E is the most
common letter, followed by T, A, O, N, R, I, S and H.
So it's always helpful to do
a tally of all the symbols used in a cipher, and see which ones are the most
abundant.
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| In this example, the most common cipher letter is H |
In our cryptogram, the most
frequently seen cipher symbols are K, V and Y (11 times each), and P (9 times).
So it's a fair bet that these four symbols may decrypt into some of E, T,
A, O or N.
Cryptograms
generally are short pieces of text; in short texts the standard letter
frequencies are often a bit skewed — so E may not be the most common letter, or
there may be an unusual number of Fs for some reason, for example.
3) Look for THE and AND
THE and AND are the most
common 3-letter words in English.
In our quote, there are two
3-letter words, and they're both the same : KZV
KZV UDFX SODH UT YVPTUUH O KLRYK
OY KZV TOYZ YKOES, P KUKPFFX TVPKRLVFVYY TOYZ KZPK HUVYD'K ZPAV VXVCPFFY
UL TODY. HPAV CPLLX
So it's pretty safe to guess
that KZV either is THE or AND. It's unlikely that a quotation will start with
the word AND, so let's give KZV = THE a try.
This also matches with the
information we've learnt above, about K, V, Y or P possibly = E (our 'THE'
guess would give us V = E) so it's looking good!
Write in your guess letters
lightly in pencil above each K, Z and V in the cipher.
It's
really easy to miss letters in a cipher, when pencilling in your decrypted
letters over the cryptogram — always read through the cipher at least twice,
and don't be surprised if you discover you've missed one now and then.
4) Look for THAT
THAT is a special word - it's
the most common 4-letter word, and it's a "pattern word". A pattern word is vital when cracking ciphers. It is simply
any word which has repeated letters - not necessarily doubles (more on those
shortly), but any letter which appears more than once in a word.
THAT has the letter pattern
1-2-3-1. So when you see a 4-letter word that is in this pattern, where the
first and last letters are the same, it's a good bet that it's THAT. There are
other options, of course (DEAD is another one), but THAT is the most common
one.
KZV UDFX SODH UT YVPTUUH O KLRYK OY KZV TOYZ YKOES, P KUKPFFX TVPKRLVFVYY TOYZ KZPK HUVYD'K ZPAV VXVCPFFY UL TODY. HPAV CPLLX
In our cryptogram, we have a
word that fits this pattern : KZPK. This fits very well with our theory about
KZV = THE. Here's K=T again, in KZPK = THAT.
This also decides for us the
"A or I" conundrum from Step 1 - it's clear now that P = A, so that
also means O = I.
5) Look for Double Letters
Double letters are very
helpful in ciphers. By knowing which ones are most frequently seen in English,
you can help narrow down your options.
In this cryptogram, we have a
bunch of doubles :
KZV UDFX SODH UT YVPTUUH O KLRYK OY KZV TOYZ
YKOES, P KUKPFFX TVPKRLVFVYY TOYZ KZPK HUVYD'K ZPAV VXVCPFFY
UL TODY. HPAV CPLLX
The most commonly seen double
letters in English are, in order of frequency : LL (most common), EE, SS, OO,
TT and RR. There are plenty of others, of course, but they're not seen so
often.
We've already figured out that
K = T, and V probably = E, so that narrows down our options. So from this
information, it's fair to say that U, F, Y and L could = L, S, O or R.
You
can also eliminate letters when you have doubles - many letters rarely or never
appear as doubles : A, H, I, J, K, Q, U, V, W, X, Y, Z
6) Check your Punctuation
Punctuation is a great help
when cracking cryptograms. Keep an eye out for things like questions marks, as
the words CAN, WHY, COULD, MAY, and other interrogative terms might appear in
that sentence.
Apostrophes are very handy.
The letter following an apostrophe can be :
S (IT'S, WHAT'S ...)
T (CAN'T, DON'T ...)
D (HE'D, SHE'D ...)
M (I'M ...)
LL (I'LL ..)
RE (WE'RE, YOU'RE ...)
In our cryptogram, there's one
apostrophe, and it makes sense with our guess about K = T :
KZV UDFX SODH UT YVPTUUH O KLRYK OY KZV TOYZ YKOES, P
KUKPFFX TVPKRLVFVYY TOYZ KZPK HUVYD'K ZPAV VXVCPFFY UL TODY. HPAV
CPLLX
7) Look for 2-Letter Words
There are a host of commonly used 2-letter words in English : AN, AS, AT, AN, BE, DO, GO, HE, IF, IN, IS, IT, ME, MY, NO, OF, OK, ON, OR, SO, TO, UP, and WE for starters.
Check through the cryptogram
for these two lettered combinations. In our cipher, there are several :
KZV UDFX SODH UT YVPTUUH O KLRYK OY KZV
TOYZ YKOES, P KUKPFFX TVPKRLVFVYY TOYZ KZPK HUVYD'K ZPAV VXVCPFFY UL
TODY. HPAV CPLLX
In any 2-letter word, one of
the two letters will be a vowel (unless it's a chemical symbol, an
abbreviation, or something tricky like that!).
So we can say that from the
cipher words UT, OY and UL, it's likely that two of U, T, O, Y or L are vowels.
8) Putting it all Together
So, let's put all our guesses so far into the cryptogram. I've used lowercase letters for the decrypted message (ignoring punctuation and grammatical conventions for the moment) :
the UDFX SiDH UT YeaTUUH
i tLRYt iY the TiYh YtiES, a tUtaFFX
TeatRLVFeYY TiYh that HUeYD't haAe
eXeCaFFY UL TiDY. HaAe CaLLX
It still looks a bit
confusing, but the worst is over! At this point you may be able to make some
educated guesses about some of the words. haAe could be HAKE, HALE,
HARE, HATE, or HAVE. However, HAVE is the most likely solution, which would give us A =
V.
9) More Patterns and Guesses
Now's the time to start making
guesses with the remaining letters from your alphabet (we've used up A, E, I,
H, T and V). Don't forget, in the text below, the CAPITAL letters are the
cipher, and the lower case ones are the 'plain text' (decrypted message).
the UDFX SiDH UT YeaTUUH
i tLRYt iY the TiYh YtiES, a tUtaFFX
TeatRLVFeYY TiYh that HUeYD't have eXeCaFFY
UL TiDY. Have CaLLX
The final two words in the
cryptogram, after the full stop, are probably a name (the author of the quote).
So Have is probably a first name. Run through the options : Cave, Dave,
Fave, Gave, Nave, Pave, Rave, Save, Tave, Wave ... it's fair to guess that the
answer is DAVE. So now we have H = D.
the UDFX SiDd UT
YeaTUUd i tLRYt iY the TiYh YtiES, a
tUtaFFX TeatRLVFeYY TiYh that dUeYD't
have eXeCaFFY UL TiDY. dave
CaLLX
Let's look at the 2-letter words
more seriously now : UT and UL in particular. We've used up most of the vowels,
only O, U, and Y are left. No letter is ever encrypted as itself, so we can
rule out U = U. Given the letters left over, it's a fair bet that U = O, giving
us OF, ON, and OR to choose from for UT and UL. U is also one of the double
letters, which works well if it decodes as O.
the oDFX SiDd oT YeaTood
i tLRYt iY the TiYh YtiES, a totaFFX
TeatRLVFeYY TiYh that doeYD't
have eXeCaFFY oL TiDY. dave CaLLX
Now things should start to
make sense more quickly - what could YeaTood be? Only one option :
SEAFOOD. So Y = S, and T = F - nearly there!
10) All Done
the oDFX SiDd of seafood
i tLRst is the fish stiES, a totaFFX
featRLeFess fish that doesD't
have eXeCaFFs oL fiDs. dave CaLLX
It's practically done! totaFFX
is easy to decipher now = TOTALLY (so F = L and X = Y), and doesD't can
only be DOESN'T (so D = N).
the only Sind of
seafood i tLRst is the fish stiES,
a totally featRLeless fish that
doesn't have eyeCalls oL fins.
dave CaLLy
Sind, tLRst, stiES,
featRLeless, eyeCalls, oL, and CaLLy won't tax you for long, I'm sure ...only
S, L, R, E and C remain to decrypt. No, I'm not going to write it out here, I
know you can figure it out for yourself!
For a
whole book of cryptograms and ciphers, with a lot of information on how to
solve them, check out Cracking Codes and Cryptograms for Dummies which I wrote with Mark Koltko-Rivera a few years ago. There are also many free cryptograms on the Dummies website, also by yours truly:
- Easy Number Substitution Cryptograms
- Cracking Codes & Cryptograms For Dummies Cheat Sheet
- Caesar Ciphers to Amuse — and Confuse — You
- Understanding the Freemason’s Cipher
- Letter Substitution Cryptograms that May Challenge You
- Easy Cryptograms with Letter Substitutions
- Decipher Some Entertaining Symbol Substitution Cryptograms
- Challenging Letter Substitution Cryptograms to Decipher
- Cryptography 101: Basic Solving Techniques for Substitution Ciphers
- Easy Masonic Ciphers to Figure Out


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