Poincaré’s recurrence

The Poincaré recurrence theorem states that certain systems will, after a sufficiently long but finite time, return to a state very close to the initial state.

That return is a given is goose-bumpingly reassuring, but
The initiality, is it just the primordial sense of togetherness
Or something less? If so, what to make of the guarantor who
Does with her math what the fairytale-teller does with his
Amoral ends grafted onto mystic beginnings and shadowy
Roomfuls blighting necessity upon daft necessity in a blink?

2 comments on “Poincaré’s recurrence

  1. Paul Randall says:

    “blighting necessity upon daft necessity” the inscription for my tomb, please.

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