. . . There's a fly flying around in the ointment of the three laws. The first law says in a closed system (like the universe) energy is a constant (as you point out). It can't be created or destroyed, only changed from one entropic state to another. Then the second law is passed that tells us entropy always rises (disorder, the lessening of the ability to do work, rises inevitably and absolutely). But then the third law starts buzzing around in our ear like a fly purposely trying to annoy us. The third law tells us that although entropy always and absolutely rises in a close system, it can never reach absolute thermodynamic equilibrium in a finite number of steps. It says that although the energy in the universe is winding down, it can never get wound all the way down in a finite number of steps.
Do you suppose there's a wormhole in the universe where the third law can find the infinite stair case descending down to thermodynamic equilibrium? If there is such a hole, I'd like to take an atom shooter like they use to cause a thermonuclear reaction and put the damned fly in the ointment and my ear into it and shoot the pest into that wormhole so he'll experience a crystaline absolute zero Kelvin where he can't so much as lift a finger to flap his pesky wings.
. . . Which is all just a set up to the one question I have before I call Airmen Rodriguez and O' Mally? If energy always careens toward entropic-equilibrium, as the laws say it does, why does it never get there in a finite number of steps? Where and when does it take a break and never restart the descent? Perhaps at the Omega Point?
John