As mentioned in Monochrome #1, many of these images arose from a now abandoned order and chaos series. As part of that series I asked what would happen if some dots were removed from a regular grid. What does the boundary between order and chaos look like. Or, in this case the boundary between random and not-random.
In this one you may notice symmetry from a flip across the lower left / upper right diagonal. The other diagonal teases at a similar mirror symmetry, but it is not there.
You may also see hyperbolic (Hyperbola) curves in the upper right and lower left quadrants. That is by design. So this one is not-random, although it is clearly closer to the random/not-random boundary than an obvious wall-paper type pattern of dots.