In a competitive market, the objective is not to maximize a forecast in isolation. Game theory frames the problem as a sequence of decisions made against other adaptive players, where payoff must be evaluated together with the risk required to obtain it.
The Adjusted Score is the search layer: it ranks opportunities after the model signal has been conditioned by the research methodology. Portfolio selection is the allocation layer: the human chooses how those ranked opportunities interact inside a finite portfolio. CAGR / volatility and maximum drawdown are ex-post tests of that decision process — efficiency per unit of realized risk and the depth of the worst peak-to-trough loss.
The current sample is consistent with a stronger result than return alone suggests: DTRM converts realized volatility into growth more efficiently while containing downside. It does not prove causality, but it is precisely the behavior the ranking-plus-selection protocol is designed to test.
CAGR / volatility = annualized compound growth divided by annualized realized volatility. Max drawdown = largest peak-to-trough decline. Metrics are recalculated from the same daily published series on every snapshot refresh.