Alice and Bob, using insecure communication, want to agree on a secret "shared key" that they can use to do further encryption for a long message. They decide to use the Diffie$-$Hellman key agreement method and agree on a prime p and a generator g as shown below, along with their random secret numbers chosen. What is the value of the shared secret key?

p $($prime$)=33$ and g $($generator$)=8$

Alice$$s random secret number is $3$

Bob$$s random secret number is $5$

Group of answer choices

$33$

$31$

$32$

$34$