(Wade's rewording)
There is a phrase that contains $4$ words and $22$ total letters (not counting the three spaces between the words). One letter appears four times, no letter appears three times, three letters appear twice, and $12$ letters appear once each. What is this phrase?
@@$$##&&&%%%%????????????
There are $4$ words and the & represents a whitespace.
@,#,\$,% represent one letter each ($4$ total letters).
Each ? represents one of the other $22$ letter of the alphabet ($12$ total letters).
$16$ different letters used.
ciphertext also needs to be rearranged - it is 'scrambled.'
How do I approach this?
Not looking for the answer really.
I just need a tool to unscramble the phrase and decrypt the ciphertext simultaneously.
Decrypto only does the later. Thank you.
@Noldorin: This is not homework. From elsewhere.
@Kenny: How are encryption/decryption methodologies not math? This is an applied math problem, whereas your preferences tend to be theoretical/ pure math?