These results were confirmed by a Bayesian model selection analysis (
Masson, 2011). We transformed the sum of squared errors obtained from our ANOVAs to arrive at an estimated Bayes factor as well as Bayesian information criterion probabilities (
pBIC) for the alternative (H
1) hypotheses given dataset D. Here, we report the probability of the alternative hypotheses—
pBIC(H
1|D)—which shows positive evidence for the alternative hypothesis above 0.75 and positive evidence for the null hypothesis below 0.25. In between those values, the evidence is inconclusive (
Masson, 2011;
Raftery, 1995). This analysis showed positive evidence for the alternative hypothesis for the main effect of training:
pBIC(H
1|D) = 0.999 for the three-way mixed ANOVA,
pBIC(H
1|D) = 0.976 for the two-way ANOVA in the neutral group, and
pBIC(H
1|D) = 0.999 for the two-way ANOVA in the attention group. All other factors and interactions in the three-way mixed ANOVA showed positive evidence for the null hypothesis (no effect): location,
pBIC(H
1|D) = 0.048; location × cue type,
pBIC(H
1|D) = 0.046; training × cue type,
pBIC(H
1|D) = 0.037; location × training,
pBIC(H
1|D) = 0.069; and location × training × cue type,
pBIC(H
1|D) = 0.039. In the two-way ANOVAs, this analysis indicated inconclusive results for the interaction between location and training in the neutral group,
pBIC(H
1|D) = 0.448, and positive evidence for the null hypothesis for the attention group,
pBIC(H
1|D) = 0.237. For the main effect of location, results were inconclusive for the neutral group,
pBIC(H
1|D) = 0.306, but there was positive evidence for the null hypothesis for the attention group,
pBIC(H
1|D) = 0.217.