Subsection 1.1.1: The Singularity's Distortion

At the entrance of a black hole, the extreme curvature of spacetime creates intersecting gridlines that form triangular shapes.

These triangular indentations in the fabric of spacetime may offer a method to prevent a black hole from consuming us. We could place larger objects, shaped to fit these triangular spaces, to resist the pull of the black hole. Instead of using numerous small triangles, we could create an immense gravitational prism using the materials found in stars and nebulas. If we can master these gravitational prisms and position one at the center of every galaxy with a black hole, we could utilize the power of nebulas to synchronize these prisms and establish wormholes for intergalactic travel.

Of course, this remains a theoretical proposal. The sooner we initiate efforts to build these gravitational prisms, the better our chances of successfully positioning one in the Milky Way, where our supermassive black hole resides. Physicists will likely want to investigate whether these triangular indentations indeed exist, which would further validate our understanding of Cartesian coordinates and Einstein's General Relativity. I find no better alternative for surviving black holes; other suggestions typically involve developing advanced propulsion systems requiring rare resources. In contrast, gravitational prisms can be constructed from star and nebula matter, meaning we wouldn't need to venture beyond our galaxy for the necessary materials.

According to Forbes, “Enormous amounts of mass, perhaps millions or even billions of solar masses worth, can get funneled into a central, supermassive black hole, where it gets torn apart, accreted, and accelerated. The matter and radiation emitted can reach a total of ~10?? J of energy, although it’s emitted over about a million years (or more) in time.” This energy output exceeds our estimates for nebula power. As noted by Swinburne University, nebula masses range from 100 to 10,000 solar masses. If we consider the energy output and apply E=mc², we find that we would require approximately 556 gravitational prisms using high-mass nebulas for construction. Given that the Milky Way likely contains around 20,000 planetary nebulae, we have ample resources available today to develop these gravitational prisms.