Consider the following statements:

S1: If a group (G, *) is of order n, and a G is such that am = e for some integer m ≤ n, then m must divide n.

S2: If a group (G, *) is of even order, then there must be an element a G such that a ≠ e and a * a = e

Which of the statements is (are) correct

1
Only S1
2
Only S2
3
Both S1 and S2
4
Neither S1 nor S2

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