Imagine a scenario where an obligato game consists of three rounds. In the first round, the educator presents the proposition "p implies q" (p → q). In the second round, the proposition "not (p or r) or q" (¬(p ∨ r) ∨ q) is given. The final round involves the proposition "p biconditional r" "p↔r". The question then becomes: out of the eight possible combinations of responses (accept or reject) across the three rounds, explain which will result in the student maintaining consistent commitments and thus passing the game?