In order to reproduce the measured mass of the Higgs boson m h = 125 GeV in the minimal supersymmetric standard model, one usually has to rely on heavy stops. By introducing a new gauge sector, the Higgs mass gets a tree-level contribution via a non-decoupling D-term, and m h = 125 GeV can be obtained with lighter stops. In this paper, we study the values of the stops masses needed to achieve the correct Higgs mass in a setup where the gauge group is extended by a single U (1)x interaction. We derive the experimental limits on the mass of the Z gauge boson in this setup, then discuss how the stops masses vary as a function of the free parameters introduced by the new sector. We find that the correct Higgs mass can be reproduced with stops in a region between 700 − 800 GeV and a Z resonance close to the 2.5 TeV bound from the run-I of the LHC, or in a higher region 800 − 900 GeV if the Z resonance is heavier (3.1 TeV). This region of parameter space will be quickly accessible at run-II of the LHC, and we discuss the impact of the projected run-II bounds on the U (1)x parameter space. We also discuss the phenomenology of the Higgs-like particles introduced to break U (1)x and conclude their effects are too small to be detected at current colliders.