To Be is the unsolved, unsolvable wonder.

All being exits in that unfathomable slice of time that is NOW, and like Leibnitz’s[1] monads[2] reflects all other being — lives in and as part of that being.

[1] Gottfried Wilhelm Leibnitz (1646-1716), German polymath: co-discover of calculus, discoverer of the binary mathematical system, philosopher.

[2] You can think of a monad as a mirrored sphere that reflects its surroundings in its perfectly reflective surface. Each monad reflects, and in that sense contains, its whole of its environment.

Next Page - 8

This page is the commentary on Page 7