- Edited
So a post has inspired me to think if it is possible to solve cryptograms with a code; if so, how long does it take the processor to come up with the solution and what programming language is the best to choose for this purpose? Is the human brain the only powerful processor capable of cracking such codes?
A cryptogram is a series of coded words that make up a message. There is no key to decipher the message, so one has to use common sense and knowledge of the English language to decipher it.
For example, if the encrypted message is:
Next there's the repeated word "PBG": it is known that some words are very frequent to use in the English language such as "a", "an", and "the". In this case, it is "the". So, P -> t, B ->h, and G ->e. Also, the "Q" comes in doubles, and at the beginning of the 2-letter words "QW", "QO", and "PQ". And since P -> t, then the word "PQ" can only be "to" => Q -> o.
With more analysis and head scratching, the message is found to be:
"the grass bay look greener on the other side of the fence - but it's really just about as hard to cut."
So the task is to come up with a code that can solve the aforementioned cryptogram. Have fun ;)
A cryptogram is a series of coded words that make up a message. There is no key to decipher the message, so one has to use common sense and knowledge of the English language to decipher it.
For example, if the encrypted message is:
Usually one would start with some of the simplest concepts to crack the code. The coded word "AR'R" has an apostrophe, a sign used to simplify (is) to ('s). So R -> s.Dell Crossword Puzzles and More! wrotePBG XIYRR FYK UQQN XIGGWGI QW PBG QPBGI RAMG QO PBG OGWHG - SJP AR'R IGYUUK EJRP YSQJP YR BYIM PQ HJP.
Next there's the repeated word "PBG": it is known that some words are very frequent to use in the English language such as "a", "an", and "the". In this case, it is "the". So, P -> t, B ->h, and G ->e. Also, the "Q" comes in doubles, and at the beginning of the 2-letter words "QW", "QO", and "PQ". And since P -> t, then the word "PQ" can only be "to" => Q -> o.
With more analysis and head scratching, the message is found to be:
"the grass bay look greener on the other side of the fence - but it's really just about as hard to cut."
So the task is to come up with a code that can solve the aforementioned cryptogram. Have fun ;)