TABLE 1.

Results from two-way repeated measures ANOVA on each MLR and LLR peak

	dB				ISI				dB × ISI
	F (2,50/58)	p	ε	${\eta }_p^2$	F (4,100/116)	p	ε	${\eta }_p^2$	F (8,200/232)	p	ε	${\eta }_p^2$
P0	5.78	.005	1	.188	.40	.783	.89	.016	.67	.714	.82	.026
Na	.42	.651	.98	.017	.69	.596	.65	.027	.74	.655	.88	.029
Pa	4.64	.021	.81	.157	1.60	.184	.93	.600	.77	.608	.86	.030
Nb	.37	.683	.96	.015	4.19	.006	.84	.144	1.26	.267	.88	.048
Pb	41.45	<.001	.74	.624	33.64	<.001	.71	.574	4.05	<.001	.84	.139
N1	85.02	<.001	.62	.746	32.03	<.001	.85	.525	6.39	.001	.95	.181
P2	111.74	<.001	.67	.794	125.47	<.001	.66	.812	7.85	<.001	.95	.213

Note: Intensity (3 levels: 65, 75 and 85 dB) and ISI (five levels: 0.25 to 0.5 s, 0.5 to 1 s, 1 to 2 s, 2 to 4 s or 4 to 8 s) factors were used. Dependent variable was mean response amplitude over a time window around each peak. For each factor and their interaction, F and p values are presented along with epsilon sphericity index and effect sizes (${\eta }_p^2$). Degrees of freedom are displayed for MLR and LLR, respectively. p values below .05 are highlighted.