The article Is Arithmetic Consistent? points out that indeed arithmetic is consistent locally, that the difficulties of completeness that Godel demonstrated come in primarily with the axiom of induction and the extension of a proof to all members of an infinite set. At least, that’s the way I understand what he’s saying!
This morning I was reflecting on this:
I don’t seem to sit more than 50 minutes. I’m right-handed, and the left knee is definitely a whole different ball of wax than the right, even just when I stretch my legs (which I do one at a time, sitting on the floor, grabbing my toes and bringing my head to my knee). I believe this has to do with pivots and stretches at the sacrum. Here’s my guide, lately: