... And My Shear Is Always Non-Zero

When you casually drop that you've solved the Landau-Raychaudhuri equation for a wormhole like it's no big deal, you've earned the right to brag. This equation describes how spacetime curves and twists around gravitational fields, and solving it for something as exotic as a wormhole? That's basically the astrophysics equivalent of beating Dark Souls with a guitar controller. The "I'm something of a topologist myself" line is *chef's kiss* because topology is all about studying shapes and spaces that can be stretched and deformed—which is exactly what wormholes do to spacetime. Plus, the title reference to "shear" being non-zero is deliciously nerdy: in general relativity, shear describes how spacetime gets distorted and stretched in different directions. Non-zero shear means your wormhole isn't just sitting there peacefully—it's actively warping reality like a cosmic blender. Basically, this is the ultimate flex for anyone who's ever dabbled in differential geometry and wants everyone at the party to know it.