It turns out that p:= 7. 10 +61 is prime, and g:= 2 is a generator for F. Suppose you've intercepted a round of Diffie-Hellman between Amy and Bert, and you see that Amy sent g 9 mod p and Bert sent gb = 1234567898 mod p. What is their shared secret, i.e., what is gab mod p? How long did it take you to find their secret? Hint: Brute-force is easy, if you use a computer and a decent language, e.g., python3 or Maple. Please do not use a command that renders the problem trivial!