  The clockwork mechanism would be completely spoiled by the presence of a
cosmological constant in the bulk of its 5D construction, or by analogous terms
in the discrete case. It is believed that supersymmetry is required to forbid
the appearance of these fatal terms, thus apparently tying the fate of the
clockwork to the presence of supersymmetry. In this letter we argue that a
robust clockwork can be obtained also without supersymmetry, by providing a
model for the clockwork/linear dilaton EFT where this protection is instead
related to diffeomorphism invariance in a higher number of extra dimensions. We
show that the clockwork mechanism is a quite general setup that emerges, rather
minimally, from pure gravity in the presence of $D-5$ additional flat extra
dimensions. The linear dilaton model is obtained asymptotically in the limit of
infinitely many extra dimensions. We then study the finite-$D$ theory, which is
a deformation of the linear dilaton one, but still a clockwork theory for $D$
large enough.
