  It was recently discovered by Arkani-Hamed et al that the colour-ordered
scattering amplitudes of Tr$(\Phi^3)$, the NLSM and scaffolded YM vanish at
specific loci. We build on this observation and demonstrate that, beyond colour
ordering, scattering amplitudes can display multiple instances of these hidden
zeros. A first example are the flavour-ordered amplitudes of scaffolded General
Relativity, corresponding to graviton exchange. The other two cases are
multi-flavour DBI and the special Galileon. These are the natural
generalisations of the NLSM with multiple instances of Adler's zero. The zero
loci naturally define factorisation limits; in all three cases these include a
metric-coupled cubic scalar theory. We comment on the general picture of hidden
zeros and the relation to the double copy.
