A set of arbitrary numbers and rules can be used to produce a much larger set which displays an order dependent on the smaller set. And vice versa, we say a set is ordered because it can be described by a smaller, less ordered set. The size of the smallest such set is called the Kolmogorov complexity of the whole class of sets. This is, of course, a very informal treatment of the whole thing.Kablizzy wrote: I highly doubt that "random" organizes in any way, ever.
Mind you, I'm not suggesting the nihilistic conclusion that life is meaningless; I'd just say that looking for meaning in physics is like looking for a cure for depression in a bottle of whisky.