Let’s imagine two meshes located parallel to each other at a short distance. Let’s also imagine that one grid is slightly shifted by weak air movements (light gusts of wind, for example).

The speed of movement of the moire bands will be incomparably greater than the light, almost imperceptible and relatively slow displacements of the oscillating mesh. The mesh oscillates in one dimension, and the moire stripes run as if in another, although in fact in the same! They also move in our physical space, but these are peculiar interference bands of two superimposed images, that is, visual changes in certain regular structures, mutually superimposed on each other, move much faster than these structures themselves.

A certain PHASE VELOCITY that can travel FASTER THAN THE SPEED OF LIGHT

This is presumably a visual, albeit very conditional, analogy of the endless velocity of Temporal Waves.

17 III 2026