I think I have a border-line mathematical axiom...if something has a bunch of characteristics each of which can vary, and you can show that one of those characteristics is limited in how much it can vary; does that mean the something does not have an infinite capacity to vary?
Or is it necessary to show, and this seems a much harder thing to do, the something's number of varying characteristics is also limited? (Is there something vaguely Suess about all this?)
So my leap in my previous blog is a little extreme and we are back to life is all a flip of a coin...depression avoided....well, unless you are obsessive/compulsive...
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