Table 2

Statistical table 2

#FigureDescriptionData structureType of testStatistical valuesSignificanceEffect size
12A,BRT (cue)Assumed normalThree-way repeated measures ANOVAF(1.601,48.025) = 49.605p < 0.001ηp2 = 0.213
2RT (target)F(1,30) = 8.109p = 0.008ηp2 = 0.623
3RT (emotion)F(4,120) = 2.839p = 0.027ηp2 = 0.086
4RT (cue × target)F(1.654,49.629) = 1.756p = 0.188ηp2 = 0.055
5RT (cue × emotion)F(8,240) = 0.843p = 0.565ηp2 = 0.027
6RT (target × emotion)F(4,120) = 1.405p = 0.237ηp2 = 0.045
7RT (cue × target × emotion)F(5.774,173.213) = 0.873p = 0.513ηp2 = 0.028
82ACue (no vs left)Assumed normalPost hoc pairwise t testt(30) = 4.517p corrected < 0.001d = 0.811
9Cue (no vs spatial)t(30) = 8.659p corrected < 0.001d = 1.555
10Cue (left vs spatial)t(30) = 5.871p corrected < 0.001d = 1.054
112BTarget (congruent vs incongruent)Assumed normalPost hoc pairwise t testt(30) = −2.826p = 0.008d = −0.508
12-E RT, posAssumed normalOne-sample t testt(30) = −1.985p corrected = 0.169d = −0.356
13E RT, erot(30) = −1.836p corrected = 0.169d = −0.330
14E RT, mutt(30) = −2.216p corrected = 0.138d = −0.398
15E RT, hort(30) = −0.348p corrected = 0.730d = −0.063
16-E RT, emotionAssumed normalOne-way repeated measures ANOVAF(3,90) = 2.546p = 0.061ηp2 = 0.078
172CE SCR, posAssumed normalOne-sample t testt(30) = −0.261p corrected = 0.796d = −0.047
18E SCR, erot(30) = −1.087p corrected = 0.857d = −0.195
19E SCR, mutt(30) = 1.007p corrected = 0.857d = 0.181
20E SCR, hort(30) = 2.675p corrected = 0.048d = 0.481
212CE SCR, emotionAssumed normalOne-way repeated measures ANOVAF(3,90) = 4.955p = 0.003ηp2 = 0.142
222CE SCR, emotion (pos vs hor)Assumed normalPost hoc pairwise t testt(30) = −2.813p corrected = 0.043d = −0.505
23E SCR, emotion (ero vs hor)t(30) = −3.377p corrected = 0.012d = −0.607
242E, topE P300, pos in FzAssumed normalOne-sample t testt(25) = 0.792p corrected = 0.871d = 0.154
25E P300, ero in Fzt(25) = 2.4981p corrected = 0.058d = 0.490
26E P300, mut in Fzt(25) = −0.586p corrected = 0.871d = −0.115
27E P300, hor in Fzt(25) = 3.387p corrected = 0.009d = 0.664
282E, midE P300, pos in CzAssumed normalOne-sample t testt(25) = −0.102p corrected = 0.919d = −0.020
29E P300, ero in Czt(25) = 2.923p corrected = 0.029d = 0.573
30E P300, mut in Czt(25) = −1.807p corrected = 0.249d = −0.354
31E P300, hor in Czt(25) = 1.342p corrected = 0.383d = 0.263
322E, bottomE P300, pos in PzAssumed normalOne-sample t testt(25) = −0.583p corrected = 1d = −0.115
33E P300, ero in Pzt(25) = 0.064p corrected = 1d = 0.013
34E P300, mut in Pzt(25) = −1.436p corrected = 0.653d = −0.282
35E P300, hor in Pzt(25) = 0.806p corrected = 1d = 0.158
362EE P300, emotion (channel)Assumed normalTwo-way repeated measures ANOVAF(1.568,39.193) = 1.757p = 0.191ηp2 = 0.066
37E P300, emotion (emotion)F(3,75) = 9.065p < 0.001ηp2 = 0.266
38E P300, emotion
(channel × emotion)
F(6,150) = 0.958p = 0.456ηp2 = 0.037
392EE P300, emotion (pos vs ero)Assumed normalPost hoc pairwise t testt(25) = −2.926p corrected = 0.029d = −0.574
40E P300, emotion (ero vs mut)t(25) = 4.349p corrected = 0.001d = 0.853
41E P300, emotion (mut vs hor)t(25) = −4.074p corrected = 0.002d = −0.799
422F, topE LPP, pos in FzAssumed normalOne-sample t testt(25) = 0.099p corrected = 0.922d = 0.019
43E LPP, ero in Fzt(25) = −1.255p corrected = 0.885d = −0.246
44E LPP, mut in Fzt(25) = −0.992p corrected = 0.961d = −0.195
45E LPP, hor in Fzt(25) = −1.014p corrected = 0.961d = −0.199
462F, midE LPP, pos in CzAssumed normalOne-sample t testt(25) = −0.180p corrected = 0.859d = −0.035
47E LPP, ero in Czt(25) = 5.924p corrected < 0.001d = 1.162
48E LPP, mut in Czt(25) = 1.926p corrected = 0.131d = 0.378
49E LPP, hor in Czt(25) = 2.436p corrected = 0.067d = 0.478
502F, bottomE LPP, pos in PzAssumed normalOne-sample t testt(25) = 2.436p corrected = 0.847d = 0.038
51E LPP, ero in Pzt(25) = 6.708p corrected < 0.001d = 1.316
52E LPP, mut in Pzt(25) = 2.150p corrected = 0.083d = 0.422
53E LPP, hor in Pzt(25) = 3.258p corrected = 0.010d = 0.639
542FE LPP, emotion (channel)Assumed normalTwo-way repeated measures ANOVAF(1.164,27.937) = 7.019p = 0.010ηp2 = 0.226
55E LPP, emotion (emotion)F(3,72) = 5.598p = 0.002ηp2 = 0.189
56E LPP, emotion
(channel × emotion)
F(2.753,66.070) = 3.998p = 0.013ηp2 = 0.143
572F, midE LPP, emotion
(pos vs ero) in Cz
Assumed normalPost hoc pairwise t testt(25) = −5.407p corrected < 0.001d = −1.060
58E LPP, emotion
(pos vs hor) in Cz
t(25) = −2.888p corrected = 0.040d = −0.566
592F, bottomE LPP, emotion
(pos vs ero) in Pz
Assumed normalPost hoc pairwise t testt(25) = −5.735p corrected < 0.001d = −1.125
60E LPP, emotion (pos vs hor) in Pzt(25) = −2.940p corrected = 0.035d = −0.577
613C, top leftE P300, ero in FzNormality not assumedOne-sample Wilcoxon signed-rank testZ = 1.782p corrected = 0.075r = 0.494
62E P300, ero in CzZ = −0.035p corrected = 0.972r = −0.010
63E P300, ero in PzZ = 0.315p corrected = 1r = 0.087
643C, top rightE P300, ero in FzNormality not assumedOne-sample Wilcoxon signed-rank testZ = 2.551p corrected = 0.022r = 0.708
65E P300, ero in CzZ = 3.180p corrected = 0.003r = 0.882
66E P300, ero in PzZ = 0.315p corrected = 1r = 0.087
673C, bottom leftE LPP, ero in FzNormality not assumedOne-sample Wilcoxon signed-rank testZ = 0.245p corrected = 0.807r = 0.068
68E LPP, ero in CzZ = 2.551p corrected = 0.011r = 0.708
69E LPP, ero in PzZ = 3.110p corrected = 0.003r = 0.863
703C, bottom rightE LPP, ero in FzNormality not assumedOne-sample Wilcoxon signed-rank testZ = −1.223p corrected = 0.443r = −0.339
71E LPP, ero in CzZ = 3.110p corrected = 0.003r = 0.863
72E LPP, ero in PzZ = 3.040p corrected = 0.003r = 0.843
733D, top leftE P300, hor in FzNormality not assumedOne-sample Wilcoxon signed-rank testZ = 2.341p corrected = 0.038r = 0.649
74E P300, hor in CzZ = 0.944p corrected = 0.691r = 0.262
75E P300, hor in PzZ = 1.572p corrected = 0.232r = 0.436
763D, top rightE P300, hor in FzNormality not assumedOne-sample Wilcoxon signed-rank testZ = 1.852p corrected = 0.064r = 0.514
77E P300, hor in CzZ = 0.804p corrected = 0.691r = 0.223
78E P300, hor in PzZ = −1.223p corrected = 0.232r = −0.339
793D, bottom leftE LPP, hor in FzNormality not assumedOne-sample Wilcoxon signed-rank testZ = 0.175p corrected = 0.861r = 0.049
80E LPP, hor in CzZ = 1.712p corrected = 0.174r = 0.475
81E LPP, hor in PzZ = 2.271p corrected = 0.046r = 0.630
823D, bottom rightE LPP, hor in FzNormality not assumedOne-sample Wilcoxon signed-rank testZ = −1.503p corrected = 0.266r = −0.417
83E LPP, hor in CzZ = 1.503p corrected = 0.174r = 0.417
84E LPP, hor in PzZ = 1.852p corrected = 0.064r = 0.514