  Previously, we presented a new interpretation of quantum mechanics that
revealed it is indeed possible to have a local hidden variable that is
consistent with Bell's inequality experiments. In that article we suggested
that the local hidden variable is associated with vacuum fluctuations. In this
article we expound upon that notion by introducing the Theory of Vacuum Texture
(TVT). Here we show that replacing the highly restrictive assumptions of the
quantization of energy levels in a system with the simpler, less restrictive
postulate that there exists a threshold in order for energy to be released.
With this new postulate, the models of blackbody radiation is shown to be
consistent with the experiments. We also show, that the threshold condition
contributes to a localized vacuum energy which leads us to conclude that the
uncertainty principle is a statistical effect. These conditions also naturally
leads to the prediction that massive particles transition to an ordered state
at low temperatures. In addition, we show that thermodynamic laws must be
modified to include two heat baths with temperatures: $T$ for dissipative
energy levels and $T_{V}$ ($\gg T$) for localized vacuum energy. In total, we
show that our threshold postulate agrees with experimental observations of
blackbody radiation, the uncertainty principle and quantum statistics without
the need of the invoking quantum weirdness.
