\begin{gather*} 4, -4, -1, ... \end{gather*} The first term in the sequence above is 4. Each even-numbered term is found by multiplying the previous term by \(-1\); each odd-numbered term is found by adding 3 to the previous term. For example, the second term is \(4 \times - 1 = -4\), and the third term is \(-4 + 3 = -1\). What is the 37th term of the sequence?
(A)\(-4\) (B)\(-1\) (C)0 (D)1 (E)4
E