In this paper, for a positive odd integer n, a new family of binary sequences with 2
n
+ 1 sequences of length 2
n
− 1 taking three level nontrivial correlations − 1 and − 1±2(n + 1)/2 is presented, whose correlation distribution is the same as that of the well-known Gold sequences. This family may be considered
as a new class of Gold-like sequences.
Keywords Binary sequence - Gold sequence - Gold-like sequence