  In this paper we study an infinite family of Massive Type IIA backgrounds
that holographically describe the twisted compactification of ${\cal N}=(1,0)$
six-dimensional SCFTs to four dimensions. The analysis of the branes involved
suggests a four dimensional linear quiver QFT, that deconstructs the theory in
six dimensions. For the case in which the system reaches a strongly coupled
fixed point, we calculate some observables that we compare with holographic
results. Two quantities measuring the number of degrees of freedom for the flow
across dimensions are studied.
