Select any three consecutive terms of a Fibonacci sequence. Subtract the product of the terms on each side of the middle term from the square of the middle term. Take note of the difference. Repeat this process with the next three consecutive terms of this sequence, and with several other sets of three consecutive terms. Make a conjecture about what the difference will be when you repeat this process for any three consecutive terms of a Fibonacci sequence. Based on the given process, choose the best conjecture below. OA. The difference will always be -1. OB. The difference will vary without repetition. C. The difference will always be 1. P. The difference will always be 1 or 1.