  In a recent comment to the paper Chaotic Integrable transition in the SYK
model, it was claimed that, in a certain region of parameters, the Lyapunov
exponent of the N Majoranas Sachdev-Ye-Kitaev model with a quadratic
perturbation, is always positive. This implies that the model is quantum
chaotic. In this reply, we show that the employed perturbative formalism breaks
down precisely in the range of parameters investigated in the comment due to a
lack of separation of time scales. Moreover, based on recent analytical
results, we show that for any large and fixed N, the model has indeed a
chaotic-integrable transition that invalidate the results of the comment.
