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Question: Demonstrate the Diffie-Hellman key exchange using an elliptic curve y 2 ≡ x3+ax+9 (mod p), where p=8011. Use XA =119, XB =121. Find a perfect generator point or a generator point with the highest order if a perfect generator cannot be found for the first 30 points. List the values of the order of both the elliptic curve and generator point. Weight: 50%. a=21
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