This list contains the Golay sequences, i.e. four (1,-1) sequences A, B of length n which satisfy the conditions:
N_A(s)+N_B(s)=0, s=1,2,...,n-1. More results on Golay sequences can be found in . Open cases and
exhaustive search for lengths up to 100 can be found in . All Golay sequences of lengths
n=2a10b26c exist for any non negative integers a, b, and c.
Known Cases: (Primitive pairs)
 P.B. Borwein and R.A. Ferguson, A complete description of Golay pairs for lengths up to 100, Mathematics of Computation, 73 (2003), 967-985.
 C. Koukouvinos, Sequences with zero autocorrelation, in
CRC Handbook of Combinatorial Designs, C.J. Colbourn and
J.H. Dinitz (Eds.), CRC Press, (1996), 452-456.