For Figure 3.13 below which represent how two users, A & B, can exchange a secret...

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For Figure 3.13 below which represent how two users, A & B, can exchange a secret key using the Diffie-Hellman Key Exchange algorithm, show all steps taken by you as an adversary (Use your first name + last two digits of your ID as the adversary, for example if your name is Hamad and your ID is 201601213, the adversary name will be: Hamad13), to launch a Man in the Middle Attack between user A and user B. (5 Points) User A Generate random X₁ < q: Calculate Y₁ = a A mod q Calculate K= (Y₂)A mod q YA Figure 3.13 Diffie-Hellman Key Exchange User B Generate random X₂ < q: Calculate Y₁ = an mod q; Calculate K = (Y₂)s mod q For Figure 3.13 below which represent how two users, A & B, can exchange a secret key using the Diffie-Hellman Key Exchange algorithm, show all steps taken by you as an adversary (Use your first name + last two digits of your ID as the adversary, for example if your name is Hamad and your ID is 201601213, the adversary name will be: Hamad13), to launch a Man in the Middle Attack between user A and user B. (5 Points) User A Generate random X₁ < q: Calculate Y₁ = a A mod q Calculate K= (Y₂)A mod q YA Figure 3.13 Diffie-Hellman Key Exchange User B Generate random X₂ < q: Calculate Y₁ = an mod q; Calculate K = (Y₂)s mod q

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Trudy13 breaks the aut... View the full answer