We study the phenomenology of scotogenic model in the case of Majorana Dark Matter (DM) candidate.This scenario gives important consequences since the parameter space of the model is almost unconstrained compared to the Inert Higgs Doublet Model (or the scotogenic model with scalar DM), and hence, offers new opportunities for discovery at future high energy collider, e.g. the HL-LHC. As an example, we focus on the production of the Standard Model (SM) Higgs boson in association with a pair of dark scalars. Owing to its clean signature, the γγ decay channel of the SM Higgs boson is investigated in great detail at both the HL-LHC (at √ s = 14 TeV) and the future FCC-hh (at √ s = 100 TeV). After revisiting the LHC constraints from run-II on the parameter space of the model, and selecting benchmark points satisfying all the theoretical and experimental constraints, we found that scalars with mass up to 140 GeV (160 GeV) can be probed at the LHC (FCC-hh) with a 3 ab −1 of integrated luminosity assuming 5% of uncertainty.contains one CP-even Higgs identified as the SM Higgs, an other CP-even Higgs H 0 , one CP-odd A 0 and a pair of charged Higgs H ± , and consequently has a rich phenomenology [29][30][31][32][33][34][35][36][37][38][39][40][41][42][43][44][45][46][47][48]. For example, the model provides mono-jet, mono-Higgs, mono-Z, mono-photon signatures that can be tested at the LHC and future colliders. It appears from the above phenomenological studies that the IHDM is strongly constrained from direct and indirect DM searches both for low and intermediate DM masses [39,49]. For DM lighter than 62.5 GeV, LHC data also puts severe constraints on the invisible decay of the SM Higgs which in turn translate into constraints on a combination of the scalar parameters of the potential [39,50]. Moreover, collider bounds on the IHDM are obtained as a reinterpretation of neutralinos and charginos pair production both from LEP II [51] and from LHC [52]. From LEP II data, Ref.[51] sets an upper bound on the pseudo-scalar mass, m A 0 (resp m H 0 ) , below 100 GeV (resp 80 GeV) consistent with mass splittings ∆m(A 0 , H 0 ) ≥ 8 GeV. While from LHC data, Ref [52] limits have been derived using a dilepton plus missing energy signature which excludes masses for the exotic scalar up to 62.5 GeV. A recent study [50] showed that the LHC at 13 TeV and 3000 fb −1 luminosity could exclude exotic scalar masses below 83 GeV using the mono-jet channel.However, If one focuses on a degenerate spectrum of exotic scalars, which is a natural outcome of accidental symmetries in the scalar potential [53], the region of scalar masses above M Z /2 remains unconstrained for splittings between the exotic scalar and the charged scalar mass below 5 GeV. It was also found that LHC searches are not strong enough to probe the degenerate window due to lepton p T requirements. In the light of current collider experimental bounds and the viable region of parameter space in the IHDM, and in order to address the DM nature, one has to go beyond this minimal exte...