Table 1

Statistics summary for Figures 4–6

Figure	Data structure	Type of test	Value	Significance	95% confidence interval
4B	Normal distribution	Unpaired two-tailed t test	t₍₁₀₎ = 4.546	p = 0.0011	1005–2937
4D	Normal distribution	Unpaired two-tailed t test	t₍₁₀₎ = 3.438	p = 0.0064	472.4–2213
4E	Normal distribution	Unpaired two-tailed t test	t₍₁₀₎ = 3.114	p = 0.011	88.7–535
4F	Normal distribution	Unpaired two-tailed t test	t₍₁₀₎ = 0.184	p = 0.8577	−1530 to 1297
5I	Normal distribution	One-way RM ANOVA	F_(3,39) = 21.8	p < 0.0001
		Dunnett's multiple comparisons test		−1 to 0 s vs 1–2 s; p < 0.001	−0.467 to −0.225
				−1 to 0 s vs 2–3 s; p < 0.01	−0.7073 to −0.2226
5L	Normal distribution	One-way RM ANOVA	F_(3,39) = 0.7103	p = 0.517
5O	Normal distribution	Two-way RM ANOVA	Interaction F_(1,29) = 19.13	p = 0.0001	−0.6159 to −0.1622
		Bonferroni’s multiple-comparisons test		Event signal vs random, p < 0.0001
5R	Normal distribution	Two-way RM ANOVA	Interaction F_(1,26) = 1.423	p = 0.2436
6E	Normal distribution	One-way RM ANOVA	F_(3,67) = 18.15	p < 0.0001
		Dunnett’s multiple-comparisons test		−1 to 0 vs 0–1; p = 0.0007	−0.4559 to −0.1324
				−1 to 0 vs 1–2; p = 0.0042	−0.6817 to −0.1301
				−1 to 0 vs 2–3; p = 0.0001	−0.958 to −0.3466
6H	Normal distribution	One-way RM ANOVA	F_(3,67) = 7.617	p = 0.0042
		Dunnett’s multiple comparisons test		−1 to 0 vs 0–1; p = 0.0005	0.1783–0.5891
				−1 to 0 vs 1–2; p = 0.0152	0.0677–0.6580
				−1 to 0 vs 2–3; p = 0.032	0.029–0.6929
6K	Normal distribution	Two-way RM ANOVA	Interaction F_(2,36) = 4.136	p = 0.0242	−0.54 to 0.2074
		Bonferroni’s multiple-comparisons test		Signal open vs close, p = 0.0008
				Signal open vs random, p = 0.0047