Final answer:
To decode the secret message using the Bifid cipher with the key 'Polytechnic' and period 5, create a 5x5 Polybius square with the keyword, find letter coordinates, split into rows of numbers, pair them, and then decrypt.
Step-by-step explanation:
The Bifid cipher is a form of encryption that combines the Polybius square with the transposition of fractionated letters. To decode the given secret message "BBHYY ACWWL NTAZA PLLBS CHQOT PIA" using a Bifid cipher with the key 'Polytechnic' and a period of 5, we first create a 5x5 Polybius square with the keyword.
Here's how the Polybius square looks using the horizontal keyword method:
P O L Y T
E C H N I
C A B D F
G K M Q R
S U V W X
Using this square, we locate the coordinates of each letter in the encrypted message, separate them into rows of numbers representing their position in the square, and combine pairs of numbers to get the decrypted letters.
Due to the specifics of the Bifid cipher, we must remember that 'J' is typically omitted from the square, and 'I' is used for both 'I' and 'J'. Finally, after transposing and reapplying the coordinates back to the Polybius square, the decoded message is obtained.