Let's hypothesize that the derived ρwh is an integral energy density spanning across a multitude of possible universes or conceivable configurations thereof. Assuming there exist N potential configurations (or distinct universes), the energy density attributable to wormhole oscillations in a single configuration would be characterized as: ρwhindividual=Nρwh From our anterior derivations: ρwh≈7.17×10−120 g/cm3 Given the combinatorial complexity of the universe's quantum states, N could, for the sake of this argument, be on the order of 10941094, as extrapolated from our prior magnitude analysis: ρwhindividual=10947.17×10−120 g/cm3 Yielding: ρwhindividual≈7.17×10−214 g/cm3 Extending the conjecture: if every possible configuration imparts its distinct ρwhindividual to the mean observed dark energy density in our universe, then: ρΛ=N×ρwhindividual Incorporating our deduced values: ρΛ=1094×7.17×10−214 g/cm3 Which simplifies to: ρΛ≈7.17×10−120 g/cm3 Such an equivalence, albeit of a speculative nature, suggests that when dispersed over an extensive array of universes or configurations, the ρwh value derived from the QIH framework aligns, in terms of magnitude, with the observed energy density ρΛ in our universe.