Since 3D Möbius topology has no inside or outside, the idea of in bound reality cannot physically exist. In terms of conventional cosmological belief it is analogous to a no go hypothesis of a big crunch or universal contraction. If universal contraction cannot exist then the alternative explanation for black hole formations must be found elsewhere. Fortunately, accepting the no go hypothesis for big crunch does not affect currently accepted physics of black holes, since no black hole theory ever explicitly asserts the existence of a naked singularity, that is a singularity without any event horizon. On the other hand, the existence of an event horizon would suggest that there exists a control volume of the spacetime continuum such that the radiative negative pressure of all electromagnetic radiations is gradually decreasing as the distance to the event horizon gets shorter and shorter. In the event that this distance is exactly zero then the radiative pressure is also zero. Distances less than the Schwarzschild radius, light and all EM waves are forever trapped within the event horizon. Luckily, at the boundary of the control volume of zero radiative pressure, Hawking-Bekenstein radiation can occur as a result of quantum vacuum fluctuations which suggest that black holes can never completely trapped EM radiations by appearing totally black. This proves that in bound reality has a limited existence at the event horizon and no naked singularity can form unless the mass density is equal to infinity. However, infinite mass density cannot exist if the universe conforms to a Möbius topology.