Table 2

Statistical table 2

#	Figure	Description	Data structure	Type of test	Statistical values	Significance	Effect size
1	2A,B	RT (cue)	Assumed normal	Three-way repeated measures ANOVA	F_{(1.601,48.025)} = 49.605	p < 0.001	η_p² = 0.213
2		RT (target)			F_(1,30) = 8.109	p = 0.008	η_p² = 0.623
3		RT (emotion)			F_(4,120) = 2.839	p = 0.027	η_p² = 0.086
4		RT (cue × target)			F_{(1.654,49.629)} = 1.756	p = 0.188	η_p² = 0.055
5		RT (cue × emotion)			F_(8,240) = 0.843	p = 0.565	η_p² = 0.027
6		RT (target × emotion)			F_(4,120) = 1.405	p = 0.237	η_p² = 0.045
7		RT (cue × target × emotion)			F_{(5.774,173.213)} = 0.873	p = 0.513	η_p² = 0.028
8	2A	Cue (no vs left)	Assumed normal	Post hoc pairwise t test	t₍₃₀₎ = 4.517	p corrected < 0.001	d = 0.811
9		Cue (no vs spatial)			t₍₃₀₎ = 8.659	p corrected < 0.001	d = 1.555
10		Cue (left vs spatial)			t₍₃₀₎ = 5.871	p corrected < 0.001	d = 1.054
11	2B	Target (congruent vs incongruent)	Assumed normal	Post hoc pairwise t test	t₍₃₀₎ = −2.826	p = 0.008	d = −0.508
12	-	E _{RT, pos}	Assumed normal	One-sample t test	t₍₃₀₎ = −1.985	p corrected = 0.169	d = −0.356
13		E _{RT, ero}			t₍₃₀₎ = −1.836	p corrected = 0.169	d = −0.330
14		E _{RT, mut}			t₍₃₀₎ = −2.216	p corrected = 0.138	d = −0.398
15		E _{RT, hor}			t₍₃₀₎ = −0.348	p corrected = 0.730	d = −0.063
16	-	E _{RT, emotion}	Assumed normal	One-way repeated measures ANOVA	F_(3,90) = 2.546	p = 0.061	η_p² = 0.078
17	2C	E _{SCR, pos}	Assumed normal	One-sample t test	t₍₃₀₎ = −0.261	p corrected = 0.796	d = −0.047
18		E _{SCR, ero}			t₍₃₀₎ = −1.087	p corrected = 0.857	d = −0.195
19		E _{SCR, mut}			t₍₃₀₎ = 1.007	p corrected = 0.857	d = 0.181
20		E _{SCR, hor}			t₍₃₀₎ = 2.675	p corrected = 0.048	d = 0.481
21	2C	E _{SCR, emotion}	Assumed normal	One-way repeated measures ANOVA	F_(3,90) = 4.955	p = 0.003	η_p² = 0.142
22	2C	E _{SCR, emotion} (pos vs hor)	Assumed normal	Post hoc pairwise t test	t₍₃₀₎ = −2.813	p corrected = 0.043	d = −0.505
23		E _{SCR, emotion} (ero vs hor)			t₍₃₀₎ = −3.377	p corrected = 0.012	d = −0.607
24	2E, top	E _{P300, pos} in Fz	Assumed normal	One-sample t test	t₍₂₅₎ = 0.792	p corrected = 0.871	d = 0.154
25		E _{P300, ero} in Fz			t₍₂₅₎ = 2.4981	p corrected = 0.058	d = 0.490
26		E _{P300, mut} in Fz			t₍₂₅₎ = −0.586	p corrected = 0.871	d = −0.115
27		E _{P300, hor} in Fz			t₍₂₅₎ = 3.387	p corrected = 0.009	d = 0.664
28	2E, mid	E _{P300, pos} in Cz	Assumed normal	One-sample t test	t₍₂₅₎ = −0.102	p corrected = 0.919	d = −0.020
29		E _{P300, ero} in Cz			t₍₂₅₎ = 2.923	p corrected = 0.029	d = 0.573
30		E _{P300, mut} in Cz			t₍₂₅₎ = −1.807	p corrected = 0.249	d = −0.354
31		E _{P300, hor} in Cz			t₍₂₅₎ = 1.342	p corrected = 0.383	d = 0.263
32	2E, bottom	E _{P300, pos} in Pz	Assumed normal	One-sample t test	t₍₂₅₎ = −0.583	p corrected = 1	d = −0.115
33		E _{P300, ero} in Pz			t₍₂₅₎ = 0.064	p corrected = 1	d = 0.013
34		E _{P300, mut} in Pz			t₍₂₅₎ = −1.436	p corrected = 0.653	d = −0.282
35		E _{P300, hor} in Pz			t₍₂₅₎ = 0.806	p corrected = 1	d = 0.158
36	2E	E _{P300, emotion} (channel)	Assumed normal	Two-way repeated measures ANOVA	F_{(1.568,39.193)} = 1.757	p = 0.191	η_p² = 0.066
37		E _{P300, emotion} (emotion)			F_(3,75) = 9.065	p < 0.001	η_p² = 0.266
38		E _{P300, emotion} (channel × emotion)			F_(6,150) = 0.958	p = 0.456	η_p² = 0.037
39	2E	E _{P300, emotion} (pos vs ero)	Assumed normal	Post hoc pairwise t test	t₍₂₅₎ = −2.926	p corrected = 0.029	d = −0.574
40		E _{P300, emotion} (ero vs mut)			t₍₂₅₎ = 4.349	p corrected = 0.001	d = 0.853
41		E _{P300, emotion} (mut vs hor)			t₍₂₅₎ = −4.074	p corrected = 0.002	d = −0.799
42	2F, top	E _{LPP, pos} in Fz	Assumed normal	One-sample t test	t₍₂₅₎ = 0.099	p corrected = 0.922	d = 0.019
43		E _{LPP, ero} in Fz			t₍₂₅₎ = −1.255	p corrected = 0.885	d = −0.246
44		E _{LPP, mut} in Fz			t₍₂₅₎ = −0.992	p corrected = 0.961	d = −0.195
45		E _{LPP, hor} in Fz			t₍₂₅₎ = −1.014	p corrected = 0.961	d = −0.199
46	2F, mid	E _{LPP, pos} in Cz	Assumed normal	One-sample t test	t₍₂₅₎ = −0.180	p corrected = 0.859	d = −0.035
47		E _{LPP, ero} in Cz			t₍₂₅₎ = 5.924	p corrected < 0.001	d = 1.162
48		E _{LPP, mut} in Cz			t₍₂₅₎ = 1.926	p corrected = 0.131	d = 0.378
49		E _{LPP, hor} in Cz			t₍₂₅₎ = 2.436	p corrected = 0.067	d = 0.478
50	2F, bottom	E _{LPP, pos} in Pz	Assumed normal	One-sample t test	t₍₂₅₎ = 2.436	p corrected = 0.847	d = 0.038
51		E _{LPP, ero} in Pz			t₍₂₅₎ = 6.708	p corrected < 0.001	d = 1.316
52		E _{LPP, mut} in Pz			t₍₂₅₎ = 2.150	p corrected = 0.083	d = 0.422
53		E _{LPP, hor} in Pz			t₍₂₅₎ = 3.258	p corrected = 0.010	d = 0.639
54	2F	E _{LPP, emotion} (channel)	Assumed normal	Two-way repeated measures ANOVA	F_{(1.164,27.937)} = 7.019	p = 0.010	η_p² = 0.226
55		E _{LPP, emotion} (emotion)			F_(3,72) = 5.598	p = 0.002	η_p² = 0.189
56		E _{LPP, emotion} (channel × emotion)			F_{(2.753,66.070)} = 3.998	p = 0.013	η_p² = 0.143
57	2F, mid	E _{LPP, emotion} (pos vs ero) in Cz	Assumed normal	Post hoc pairwise t test	t₍₂₅₎ = −5.407	p corrected < 0.001	d = −1.060
58		E _{LPP, emotion} (pos vs hor) in Cz			t₍₂₅₎ = −2.888	p corrected = 0.040	d = −0.566
59	2F, bottom	E _{LPP, emotion} (pos vs ero) in Pz	Assumed normal	Post hoc pairwise t test	t₍₂₅₎ = −5.735	p corrected < 0.001	d = −1.125
60		E _{LPP, emotion} (pos vs hor) in Pz			t₍₂₅₎ = −2.940	p corrected = 0.035	d = −0.577
61	3C, top left	E _{P300, ero} in Fz	Normality not assumed	One-sample Wilcoxon signed-rank test	Z = 1.782	p corrected = 0.075	r = 0.494
62		E _{P300, ero} in Cz			Z = −0.035	p corrected = 0.972	r = −0.010
63		E _{P300, ero} in Pz			Z = 0.315	p corrected = 1	r = 0.087
64	3C, top right	E _{P300, ero} in Fz	Normality not assumed	One-sample Wilcoxon signed-rank test	Z = 2.551	p corrected = 0.022	r = 0.708
65		E _{P300, ero} in Cz			Z = 3.180	p corrected = 0.003	r = 0.882
66		E _{P300, ero} in Pz			Z = 0.315	p corrected = 1	r = 0.087
67	3C, bottom left	E _{LPP, ero} in Fz	Normality not assumed	One-sample Wilcoxon signed-rank test	Z = 0.245	p corrected = 0.807	r = 0.068
68		E _{LPP, ero} in Cz			Z = 2.551	p corrected = 0.011	r = 0.708
69		E _{LPP, ero} in Pz			Z = 3.110	p corrected = 0.003	r = 0.863
70	3C, bottom right	E _{LPP, ero} in Fz	Normality not assumed	One-sample Wilcoxon signed-rank test	Z = −1.223	p corrected = 0.443	r = −0.339
71		E _{LPP, ero} in Cz			Z = 3.110	p corrected = 0.003	r = 0.863
72		E _{LPP, ero} in Pz			Z = 3.040	p corrected = 0.003	r = 0.843
73	3D, top left	E _{P300, hor} in Fz	Normality not assumed	One-sample Wilcoxon signed-rank test	Z = 2.341	p corrected = 0.038	r = 0.649
74		E _{P300, hor} in Cz			Z = 0.944	p corrected = 0.691	r = 0.262
75		E _{P300, hor} in Pz			Z = 1.572	p corrected = 0.232	r = 0.436
76	3D, top right	E _{P300, hor} in Fz	Normality not assumed	One-sample Wilcoxon signed-rank test	Z = 1.852	p corrected = 0.064	r = 0.514
77		E _{P300, hor} in Cz			Z = 0.804	p corrected = 0.691	r = 0.223
78		E _{P300, hor} in Pz			Z = −1.223	p corrected = 0.232	r = −0.339
79	3D, bottom left	E _{LPP, hor} in Fz	Normality not assumed	One-sample Wilcoxon signed-rank test	Z = 0.175	p corrected = 0.861	r = 0.049
80		E _{LPP, hor} in Cz			Z = 1.712	p corrected = 0.174	r = 0.475
81		E _{LPP, hor} in Pz			Z = 2.271	p corrected = 0.046	r = 0.630
82	3D, bottom right	E _{LPP, hor} in Fz	Normality not assumed	One-sample Wilcoxon signed-rank test	Z = −1.503	p corrected = 0.266	r = −0.417
83		E _{LPP, hor} in Cz			Z = 1.503	p corrected = 0.174	r = 0.417
84		E _{LPP, hor} in Pz			Z = 1.852	p corrected = 0.064	r = 0.514