Today is weird day. I’ve realized in my quest to explain the interactions between molecules through reflective gravity that there is a basic geometrical shape with no name. Well, it has a name: a quadrilateral. But this is a very specific type of a quadrilateral. The shape is made of a rectangle that is folded from its diagonal into a three-dimensional quadrilateral.
This shape defines the movement of a molecule between reflections. Or the specific case, where the movement of the molecule is orthogonal to its axis. To make the shape apply to all cases of reflection, one must bend a rhomboid, where rectangle is a right-angled instance of such a shape.
I’ve actually introduced this shape in my previous post but not understanding that it relates to the movement of molecules, I’ve described it rather clumsily. This shape is integral to the theory of reflective gravity, but how exactly, must be a topic of a later post. In the meantime, you can marvel at the above shape.
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