$2)$ One resolution of Newcomb's dilemma is to think of it as a game against Nature. After all, the Being has already made his move and is no longer an active player, so what matters is which of two states of Nature holds. Ferejohn takes these states of nature to be Being predicted correctly and Being predicted incorrectly, giving the following matrix

State of Nature: Being correct State of Nature: Being incorrect

You: take both boxes $$1000$ $$1,001,000$

You: take only Box #$2$ $$1,000,0000$

a$)$ What advice do the Dominance & Expected Value Principles give you?