Up to now I was thinking that if there was more than one "perfect match" (as per reverse distance checking) then RMS should be able to pick (correctly) among them (as RMS really just is a delta-distance measure, exaggerating those that are higher).
But the example I posted disprove that (ie. RMS picks the wrong one).
So... If there's more than one "perfect match", it simply means we need more distances before a candidate is selected as the "correct one".
But the example I posted disprove that (ie. RMS picks the wrong one).
So... If there's more than one "perfect match", it simply means we need more distances before a candidate is selected as the "correct one".