  We present a 5D $\mathbb{Z}_2$-symmetric IR-UV-IR model with a {\it warped
KK-parity} under which the bulk fields have towers of either even or odd
KK-modes. We show that this $\mathbb{Z}_2$-symmetric geometry is equivalent to
two times the UV-IR geometry (Randall-Sundrum model) provided each bulk field
is subject to Neumann (or mixed) and Dirichlet boundary conditions at the
UV-brane for even and odd fields, respectively. The 5D Standard Model (SM)
bosonic sector is considered, such that in the 4D low-energy effective theory
the $\mathbb{Z}_2$-even zero-modes correspond to the SM degrees of freedom,
whereas the $\mathbb{Z}_2$-odd zero modes serve as a dark sector. In the
zero-mode scalar sector, the even scalar mimics the SM Higgs boson, while the
odd scalar (dark-Higgs) is stable and serves as a dark matter candidate.
Implications for this dark matter are discussed; it is found that the
dark-Higgs can provide only a small fraction of the observed dark matter
abundance.
