  Placing anti-D3 branes at the tip of the conifold in Klebanov-Strassler
geometry provides a generic way of constructing meta-stable de Sitter (dS)
vacua in String Theory. A local geometry of such vacua exhibit gravitational
solutions with a D3 charge measured at the tip opposite to the asymptotic
charge. We discuss a restrictive set of such geometries, where anti-D3 branes
are smeared at the tip. Such geometries represent holographic dual of cascading
gauge theory in dS4 with or without chiral symmetry breaking. We find that in
the phase with unbroken chiral symmetry the D3 charge at the tip is always
positive. Furthermore, this charge is zero in the phase with spontaneously
broken chiral symmetry. We show that the effective potential of the chirally
symmetric phase is lower than that in the symmetry broken phase, i.e, there is
no spontaneous chiral symmetry breaking for cascading gauge theory in dS4. The
positivity of the D3 brane charge in smooth de-Sitter deformed conifold
geometries with fluxes presents difficulties in uplifting AdS vacua to dS ones
in String Theory via smeared anti-D3 branes.
