Consider the statement S n given by n 2 - n + 41 is prime. Although S
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Consider the statement Sn given by n2 - n + 41 is prime. Although S1, S2, . . . , S40 are true, S41 is false. Verify that S41 is false. Then describe how this is illustrated by the dominoes in the figure. What does this tell you about a pattern, or formula, that seems to work for several values of n?
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