How many of the key bits are truly random in this case

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After the DHKE, Alice and Bob possess a mutual secret point R = (x,y). The modulus of the used elliptic curve is a 64-bit prime. Now, we want to derive a session key for a 128-bit block cipher. The session key is calculated as follows:
Describe an efficient brute-force attack against the symmetric cipher. How many of the key bits are truly random in this case? (Hint: You do not need to describe the mathematical details. Provide a list of the necessary steps. Assume you have a function that computes square roots modulo p.)

Reference no: EM131329226

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